diff --git a/README.md b/README.md index 9f3b261..7af8e21 100644 --- a/README.md +++ b/README.md @@ -5,3 +5,4 @@ Visit our site to check content. Course is online and will be carried out on our *[YouTube chanel](https://www.youtube.com/channel/UC0QPJgfg17wCqf4-hG_A5OA)*. +Добавил одну строчку diff --git a/data/imgs/arrow/vlcsnap-2020-10-21-18h01m22s212.png b/data/imgs/arrow/vlcsnap-2020-10-21-18h01m22s212.png new file mode 100644 index 0000000..1394b0f Binary files /dev/null and b/data/imgs/arrow/vlcsnap-2020-10-21-18h01m22s212.png differ diff --git a/data/imgs/arrow/vlcsnap-2020-10-21-18h01m27s294.png b/data/imgs/arrow/vlcsnap-2020-10-21-18h01m27s294.png new file mode 100644 index 0000000..a160360 Binary files /dev/null and b/data/imgs/arrow/vlcsnap-2020-10-21-18h01m27s294.png differ diff --git a/data/imgs/arrow/vlcsnap-2020-10-21-18h01m29s941.png b/data/imgs/arrow/vlcsnap-2020-10-21-18h01m29s941.png new file mode 100644 index 0000000..2ad675b Binary files /dev/null and b/data/imgs/arrow/vlcsnap-2020-10-21-18h01m29s941.png differ diff --git a/data/imgs/arrow/vlcsnap-2020-10-21-18h01m33s362.png 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+rectification_matrix: + rows: 3 + cols: 3 + data: [ 0.99999073, -0.00420354, -0.00092856, + 0.00420532, 0.99998931, 0.00192413, + 0.00092046, -0.00192802, 0.99999772] +projection_matrix: + rows: 3 + cols: 4 + data: [ 530.5395 , 0. , 328.00837, 0. , + 0. , 530.5395 , 242.05832, 0. , + 0. , 0. , 1. , 0. ] diff --git a/data/imgs/calibrationdat/ost.txt b/data/imgs/calibrationdat/ost.txt new file mode 100644 index 0000000..4301e7e --- /dev/null +++ b/data/imgs/calibrationdat/ost.txt @@ -0,0 +1,60 @@ +# oST version 5.0 parameters + + +[image] + +width +640 + +height +480 + +[narrow_stereo/left] + +camera matrix +516.599939 0.000000 336.090247 +0.000000 517.372490 240.919255 +0.000000 0.000000 1.000000 + +distortion +0.026571 -0.034210 0.003277 -0.005444 0.000000 + +rectification +0.999991 -0.004204 -0.000929 +0.004205 0.999989 0.001924 +0.000920 -0.001928 0.999998 + +projection +530.539503 0.000000 328.008369 0.000000 +0.000000 530.539503 242.058321 0.000000 +0.000000 0.000000 1.000000 0.000000 +# oST version 5.0 parameters + + +[image] + +width +640 + +height +480 + +[narrow_stereo/right] + +camera matrix +518.242390 0.000000 311.634592 +0.000000 519.791883 240.411589 +0.000000 0.000000 1.000000 + +distortion +0.018105 -0.031117 0.001837 -0.005342 0.000000 + +rectification +0.999770 -0.002319 -0.021334 +0.002278 0.999996 -0.001950 +0.021338 0.001901 0.999771 + +projection +530.539503 0.000000 328.008369 -30.084789 +0.000000 530.539503 242.058321 0.000000 +0.000000 0.000000 1.000000 0.000000 diff --git a/data/imgs/calibrationdat/right-0000.png b/data/imgs/calibrationdat/right-0000.png new file mode 100644 index 0000000..af11e2f Binary files /dev/null and b/data/imgs/calibrationdat/right-0000.png differ diff --git a/data/imgs/calibrationdat/right-0001.png b/data/imgs/calibrationdat/right-0001.png new file mode 100644 index 0000000..bb20dfe Binary files /dev/null and b/data/imgs/calibrationdat/right-0001.png differ diff --git a/data/imgs/calibrationdat/right-0002.png 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data: [ 530.5395 , 0. , 328.00837, -30.08479, + 0. , 530.5395 , 242.05832, 0. , + 0. , 0. , 1. , 0. ] diff --git a/data/imgs/calibrationdata/left-0000.png b/data/imgs/calibrationdata/left-0000.png new file mode 100644 index 0000000..94db518 Binary files /dev/null and b/data/imgs/calibrationdata/left-0000.png differ diff --git a/data/imgs/calibrationdata/left-0001.png b/data/imgs/calibrationdata/left-0001.png new file mode 100644 index 0000000..8bfa9c2 Binary files /dev/null and b/data/imgs/calibrationdata/left-0001.png differ diff --git a/data/imgs/calibrationdata/left-0002.png b/data/imgs/calibrationdata/left-0002.png new file mode 100644 index 0000000..c75bc4b Binary files /dev/null and b/data/imgs/calibrationdata/left-0002.png differ diff --git a/data/imgs/calibrationdata/left-0003.png b/data/imgs/calibrationdata/left-0003.png new file mode 100644 index 0000000..5ac829d Binary files /dev/null and b/data/imgs/calibrationdata/left-0003.png differ diff --git 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file mode 100644 index 0000000..a50606d --- /dev/null +++ b/data/imgs/calibrationdata/left.yaml @@ -0,0 +1,26 @@ +image_width: 640 +image_height: 480 +camera_name: narrow_stereo/left +camera_matrix: + rows: 3 + cols: 3 + data: [ 516.59994, 0. , 336.09025, + 0. , 517.37249, 240.91926, + 0. , 0. , 1. ] +camera_model: plumb_bob +distortion_coefficients: + rows: 1 + cols: 5 + data: [0.026571, -0.034210, 0.003277, -0.005444, 0.000000] +rectification_matrix: + rows: 3 + cols: 3 + data: [ 0.99999073, -0.00420354, -0.00092856, + 0.00420532, 0.99998931, 0.00192413, + 0.00092046, -0.00192802, 0.99999772] +projection_matrix: + rows: 3 + cols: 4 + data: [ 530.5395 , 0. , 328.00837, 0. , + 0. , 530.5395 , 242.05832, 0. , + 0. , 0. , 1. , 0. ] diff --git a/data/imgs/calibrationdata/ost.txt b/data/imgs/calibrationdata/ost.txt new file mode 100644 index 0000000..4301e7e --- /dev/null +++ b/data/imgs/calibrationdata/ost.txt @@ -0,0 +1,60 @@ +# oST version 5.0 parameters + + +[image] + +width +640 + +height +480 + +[narrow_stereo/left] + +camera matrix +516.599939 0.000000 336.090247 +0.000000 517.372490 240.919255 +0.000000 0.000000 1.000000 + +distortion +0.026571 -0.034210 0.003277 -0.005444 0.000000 + +rectification +0.999991 -0.004204 -0.000929 +0.004205 0.999989 0.001924 +0.000920 -0.001928 0.999998 + +projection +530.539503 0.000000 328.008369 0.000000 +0.000000 530.539503 242.058321 0.000000 +0.000000 0.000000 1.000000 0.000000 +# oST version 5.0 parameters + + +[image] + +width +640 + +height +480 + +[narrow_stereo/right] + +camera matrix +518.242390 0.000000 311.634592 +0.000000 519.791883 240.411589 +0.000000 0.000000 1.000000 + +distortion +0.018105 -0.031117 0.001837 -0.005342 0.000000 + +rectification +0.999770 -0.002319 -0.021334 +0.002278 0.999996 -0.001950 +0.021338 0.001901 0.999771 + +projection +530.539503 0.000000 328.008369 -30.084789 +0.000000 530.539503 242.058321 0.000000 +0.000000 0.000000 1.000000 0.000000 diff --git 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/dev/null +++ b/data/imgs/calibrationdata/right.yaml @@ -0,0 +1,26 @@ +image_width: 640 +image_height: 480 +camera_name: narrow_stereo/right +camera_matrix: + rows: 3 + cols: 3 + data: [ 518.24239, 0. , 311.63459, + 0. , 519.79188, 240.41159, + 0. , 0. , 1. ] +camera_model: plumb_bob +distortion_coefficients: + rows: 1 + cols: 5 + data: [0.018105, -0.031117, 0.001837, -0.005342, 0.000000] +rectification_matrix: + rows: 3 + cols: 3 + data: [ 0.99976973, -0.0023187 , -0.02133351, + 0.0022776 , 0.9999955 , -0.00195049, + 0.02133794, 0.00190145, 0.99977051] +projection_matrix: + rows: 3 + cols: 4 + data: [ 530.5395 , 0. , 328.00837, -30.08479, + 0. , 530.5395 , 242.05832, 0. , + 0. , 0. , 1. , 0. ] diff --git a/data/imgs/stereopairs/sp1.jpg b/data/imgs/stereopairs/sp1.jpg new file mode 100644 index 0000000..649a20f Binary files /dev/null and b/data/imgs/stereopairs/sp1.jpg differ diff --git a/data/imgs/stereopairs/sp2.jpg b/data/imgs/stereopairs/sp2.jpg new file mode 100644 index 0000000..64970bb Binary files /dev/null and b/data/imgs/stereopairs/sp2.jpg differ diff --git a/data/imgs/stereopairs/sp3.jpg b/data/imgs/stereopairs/sp3.jpg new file mode 100644 index 0000000..351219c Binary files /dev/null and b/data/imgs/stereopairs/sp3.jpg differ diff --git a/notebooks/arch_sem1.ipynb b/notebooks/arch_sem1.ipynb new file mode 100644 index 0000000..93d20e6 --- /dev/null +++ b/notebooks/arch_sem1.ipynb @@ -0,0 +1,359 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Обработка возможности выполнения задачи" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def find_joint (self, joint_name = \"\"):\n", + " stack = [self.base_point]\n", + " all_joints = []\n", + "\n", + " target = stack [0]\n", + " found = False\n", + "\n", + " if (joint_name == \"\"):\n", + " found = True\n", + "\n", + " while (len (stack) != 0):\n", + " if (len (stack) >= 1000):\n", + " print (\"Stack size has reached 1000. Probably smth went wrong, \\\n", + "for instance the robot model is recursive. Aborting operation.\")\n", + " break\n", + "\n", + " curr = stack [0]\n", + "\n", + " if (joint_name != \"\"):\n", + " if (curr.name () == joint_name):\n", + " target = curr\n", + " found = True\n", + "\n", + " break\n", + " else:\n", + " all_joints.append (curr)\n", + "\n", + " for child in curr.children:\n", + " stack.append (child)\n", + "\n", + " stack.remove (curr)\n", + "\n", + " if (found == False):\n", + " print (\"Warning: requested joint \", joint_name, \" not found\")\n", + "\n", + " if (joint_name != \"\"):\n", + " return target, found\n", + "\n", + " return all_joints" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Устойчивость к ошибкам" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "ip = \"127.0.0.1\"\n", + "successfully_obtained_ip = False\n", + "\n", + "attempts_num = 0\n", + "\n", + "while (successfully_obtained_ip == False):\n", + " try:\n", + " ip = get_ip_address ()\n", + " successfully_obtained_ip = True\n", + " print(\"successfully obtained ip\")\n", + " break\n", + "\n", + " except:\n", + " print (\"failed to obtain ip\")\n", + " pass\n", + "\n", + " attempts_num += 1\n", + " time.sleep (2)\n", + "\n", + " if (attempts_num > 5):\n", + " break" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Логгирование" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Value_tracker:\n", + " def __init__ (self, draw_ = True):\n", + " self.tracked = {}\n", + " self.draw_ = draw_\n", + "\n", + " def name (self):\n", + " return \"value_tracker\"\n", + "\n", + " def get_value (self, key):\n", + " if (key in self.tracked.keys ()):\n", + " return self.tracked [key]\n", + "\n", + " else:\n", + " print (\"Warning: no tracked value named \", key)\n", + " return 0\n", + "\n", + " def update (self, value_name, value):\n", + " self.tracked.update ({value_name : value})\n", + "\n", + " def draw (self, img):\n", + " if (self.draw_ == False):\n", + " return []\n", + "\n", + " result = np.array (img)\n", + "\n", + " i = 0\n", + " for k, v in self.tracked.items():\n", + " result = cv2.putText (result, k + \": \" + str (v), (30, 60 * (i + 1)), cv2.FONT_HERSHEY_SIMPLEX,\n", + " 2, (100, 25, 130), 3, cv2.LINE_AA)\n", + " i += 1\n", + "\n", + " return [result]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Осмысленные названия переменных" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Branch:\n", + " def __init__(self, length_, angle_, color_, angle_range_,\n", + " length_decrement_factor_, max_depth_, branching_factor_):" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Документирование" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class SurroundedObjectDetector(ColoredObjectDetector):\n", + " \"\"\"Contains the surrounding color checking on the top of the ColoredObjectDetector\n", + "methods. Supports multiple filtering criterions (see constructor for the whole\n", + "list) and the following parameters of the surrounding check: sector for the\n", + "checking (detailed explanation below), points number.\n", + "Extends the detection to the \"object + surrounding\", which is practically the\n", + "case for robotic football. The number of the possible surrounding colors is 2\n", + "to handle both the field and the marking lines.\"\"\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Single responsibility" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class ColoredObjectDetector(Detector):\n", + " \"\"\"Color-based detector with filtration by pixel area, bbox area and blob roundness.\n", + "Maximum objects number is regulated by objects_num_, passed into the constructor\n", + "and by default is set to 1. Blob merging is supported, but is disabled by default.\n", + "Draws the confirmed detections in a verbose manner and the rest of the candidates\n", + "with single bbox. Supports custom sorting criterion, set to be blob.area() by\n", + "default.\n", + " \"\"\"\n", + "\n", + "#...\n", + "\n", + "class VisionPostProcessing:\n", + " \"\"\"Class VisionPostprocessing enables one to extract the spatial\n", + " properties of the found objects, i.e. mutual location of the\n", + " goal posts and another parts of the goal to filter out the\n", + " inconsistent measurements and extract additional information\n", + " from the scene, particularly to improve the one goal post case\n", + " handling.\n", + " \"\"\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Open/close principle" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "#creating derivative classes\n", + "class Circle(Figure):\n", + " def __init__(self, x, y, vx, vy, r, ay):\n", + " Figure.__init__(self, x, y, vx, vy)\n", + " self.r = r\n", + " self.ay = ay\n", + " \n", + " def draw(self, img):\n", + " cv2.circle(img, (int(self.x), int(self.y)), self.r,\n", + " ((201) % 255, (110) % 255, 50), -1)\n", + "\n", + "#...\n", + "\n", + "class Line(Figure):\n", + " def __init__(self, x1, y1, vx1, vy1, ay1, x2, y2, vx2, vy2, ay2):\n", + " Figure.__init__(self, 0, 0, 0, 0)\n", + "\n", + "#...\n", + " \n", + " def draw(self, img):\n", + " cv2.line(img, (int(self.p1.x), int(self.p1.y)), (int(self.p2.x), int(self.p2.y)),\n", + " ((10 + self.p2.y * 2) % 255, (10 + self.p1.x) % 255, 250), 1)\n", + " \n", + "#...\n", + "\n", + "class Manager:\n", + "\n", + "#...\n", + " \n", + " def draw(self):\n", + " #draw objects\n", + " for obj in self.objects:\n", + " obj.draw()\n", + "\n", + "#..." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Liskov substitution principle" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Triangle_mesh (Surface):\n", + " def __init__ (self, coords_, effective_spatial_dimension_ = 0, triangles_ = []):\n", + " Surface.__init__ (self, coords_)\n", + " \n", + " self.triangles = triangles_\n", + " \n", + " self.effective_spatial_dimension = effective_spatial_dimension_\n", + " \n", + "#...\n", + "\n", + " def draw (self, canvas, emitter):\n", + " for tr in sorted (self.triangles, key = lambda tr: -(tr.p1.get_coords () [2] +\n", + " tr.p2.get_coords () [2] +\n", + " tr.p3.get_coords () [2])):\n", + " tr.draw (canvas, emitter, self.coords)\n", + "\n", + "class Radially_symmetrical_tri (Triangle_mesh):\n", + " def __init__ (self, coords_, r_, h_, color_, stripes_num_, triangles_ = 3):\n", + " Triangle_mesh.__init__ (self, coords_, r_)\n", + "\n", + "#...\n", + "\n", + "class Sphere_tri (Radially_symmetrical_tri):\n", + " def __init__ (self, coords_, r_, h_, color_, stripes_num_, triangles_):\n", + " Radially_symmetrical_tri.__init__ (self, coords_, r_, 2 * r_, color_, stripes_num_,\n", + " triangles_)\n", + "\n", + "#... \n", + "\n", + "class Tree_tri (Triangle_mesh):\n", + " def __init__ (self, coords_, length_, color_, stripes_num_, max_depth_,\n", + " angle_range_, length_decrement_factor_, branching_factor_, triangles_ = 3):\n", + " Triangle_mesh.__init__ (self, coords_, length_)\n", + "\n", + "#..." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dependency inversion principle" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Filter:\n", + " def __init__(self, name_):\n", + " self.name = name_\n", + " self.success = []\n", + " \n", + " def apply (self, img):\n", + " return img" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.9" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/cv_hw3.ipynb b/notebooks/cv_hw3.ipynb new file mode 100644 index 0000000..4fd0877 --- /dev/null +++ b/notebooks/cv_hw3.ipynb @@ -0,0 +1,51 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Домашнее задание 3\n", + "\n", + "1) [1 балл] Реализуйте чтение изображений, лежащих в /data/imgs/arrow (как в демо с калибровкой камеры с семинара). Вся обязательная часть задания выполняется с этими изображениями\n", + "\n", + "1) [2 балла] Реализуйте нахождение расстояния от камеры до листка, учитывая, что это тот же листок, что был в первом демо\n", + "\n", + "2) [3 балла] Реализуйте приведение изображения листка к \"виду сверху\"\n", + "\n", + "3) [6 баллов] Реализуйте определение направления, в котором указывает стрелка. Можно использовать скелетонизацию из первого семинара по зрению: получить маску темной области (стрелки) внутри изображения листка, применить скелетонизацию, вычислить направление. Можно поступить иначе: после нахождения маски вычислить градиенты Собеля по x и y и проанализировать их направления. P.S. Можно использовать и полностью свой метод\n", + "\n", + "4) [3 балла] Доп. задача 1: Примените написанный Вами код к видео https://drive.google.com/file/d/1AQhg2lL5FL4edlOcxY2SHOOZ-v9TgHBD/view?usp=sharing. Загрузите видео на свой гугл диск, а затем дополните имеющийся код монтированием диска и чтением в цикле кадров видео, приведёнными в конце семинара\n", + "\n", + "5) [5 баллов] Доп. задача 2: определите, нормально ли видно листок в кадре. На некоторых кадрах его видно не полностью, один или больше уголков находятся за кадром. Это можно автоматически обнаруживать, к примеру используя размеры стрелки, и выводить на соответствующем кадре маркер - текст или цветную метку" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/cv_hw4.ipynb b/notebooks/cv_hw4.ipynb new file mode 100644 index 0000000..160c9b5 --- /dev/null +++ b/notebooks/cv_hw4.ipynb @@ -0,0 +1,43 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Домашнее задание 4\n", + "\n", + "1) [3 балла] Перепишите функцию \\_transform_point() из класса Canvas на 223 строке клетки Projecting 3D objects onto plane так, чтобы модель камеры была широкоугольной. Объясните, как вы рассуждали. P.S. Возможно, потребуется подвинуть объекты\n", + "\n", + "1) [2 балла] Дополните получение карты диспаратности выравниванием (выпрямлением) изображений с использованием матриц камер, полученных до этого. Сравните карты, которые получаются с выравниванием и без него" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/cv_hw5.ipynb b/notebooks/cv_hw5.ipynb new file mode 100644 index 0000000..072e900 --- /dev/null +++ b/notebooks/cv_hw5.ipynb @@ -0,0 +1,68 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Домашнее задание 5\n", + "\n", + "Ссылка на семинар: https://colab.research.google.com/drive/1_G8kdmhtokmAUeMsSrl1IKqIs3_FEbeK?usp=sharing\n", + "\n", + "Не забудьте поставить видеокарту в качестве аппаратного ускорителя :)\n", + "\n", + "### Сохранение и загрузка\n", + "\n", + "[3 балла] \n", + "\n", + "Сделайте сохранение моделей после обучения (в формате .pth). В случае маленьких сетей на маленьких данных в этом нет необходимости, но в других случаях можно сохранять версию модели (checkpoint) каждые несколько (к примеру 5) эпох. Сделайте и протестируйте загрузку моделей для задачи классификации рукописных цифр.\n", + "\n", + "### Сверточная сеть на CIFAR-10\n", + "\n", + "[5 баллов]\n", + "\n", + "Решите задачу классификации на другом датасете - CIFAR-10 https://en.wikipedia.org/wiki/CIFAR-10\n", + "В примерах к Pytorch есть полное решение этой задачи, но попробуйте придумать его самостоятельно. Этот датасет отличается от mnist тем, что изображения в нём имеют размер не 28x28, а 32x32x3, то есть они трёхканальные, \"цветные\". Для того, чтобы сеть заработала и начала хотя бы как-то учиться, нужно сделать так, чтобы размеры (shapes) тензоров на выходе предыдущего слоя совпадали с размером тензоров на входе следующего слоя.\n", + "\n", + "### Классификация на своих картинках\n", + "\n", + "[6 баллов]\n", + "\n", + "Запустите распознавание цифр на самостоятельно записанных данных. Можно использовать фотографию листочка, можно просто нарисовать их в пейнте. Чтобы все заработало, нужнро во-первых помнить, что сеть, созданная для работы с mnist, принимает на вход одноканальные картинки 28x28, а во-вторых учесть, что границы цифр в обучающих данных не резкие, в процессе их подготовки был применён антиалеасинг.\n", + "\n", + "### Загадка\n", + "\n", + "Доп.задача 1 [5 баллов]\n", + "\n", + "Найдите, почему при обучении свёрточной сети (Conv_net в семинаре) test loss всё время меньше train loss-а. Напишите, почему так получается, исправьте ошибку, если она есть. Обратите внимание, что при обучении Simple_net такого не наблюдается." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/cv_sem3.ipynb b/notebooks/cv_sem3.ipynb index f1fb97f..1bdc2a1 100644 --- a/notebooks/cv_sem3.ipynb +++ b/notebooks/cv_sem3.ipynb @@ -1,25 +1,51 @@ { "cells": [ { - "cell_type": "code", - "execution_count": 158, + "cell_type": "markdown", "metadata": { "scrolled": false }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "source": [ + "# Setup" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "!git clone -b develop https://github.com/StarkitRobots/cvr_course" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "cd cvr_course/notebooks" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Contour obtainment" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Reading data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "import numpy as np\n", "import cv2\n", @@ -30,32 +56,26 @@ "from matplotlib import pyplot as plt\n", "plt.rcParams[\"figure.figsize\"] = (10,10)\n", "\n", - "#img = cv2.imread (\"../data/images/unwarped.png\", cv2.IMREAD_COLOR)\n", - "img = cv2.imread('../data/images/perimeter/vlcsnap-2020-10-21-01h21m37s326.png')\n", + "img = cv2.imread (\"../data/imgs/unwarped.png\", cv2.IMREAD_COLOR)\n", + "#img = cv2.imread('../data/images/perimeter/vlcsnap-2020-10-21-01h21m37s326.png')\n", "\n", "plt.imshow (img)\n", "plt.axis ('off')\n", "plt.show ()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Color space conversion" + ] + }, { "cell_type": "code", - "execution_count": 159, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "img_rgb = cv2.cvtColor (img, cv2.COLOR_BGR2RGB)\n", "\n", @@ -64,24 +84,18 @@ "plt.show ()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Mask obtainment" + ] + }, { "cell_type": "code", - "execution_count": 160, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "low_th = (200, 200, 200)\n", "high_th = (255, 255, 255)\n", @@ -93,344 +107,25 @@ "plt.show ()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Contour extraction" + ] + }, { "cell_type": "code", - "execution_count": 161, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[[[461 136]]\n", - "\n", - " [[460 137]]\n", - "\n", - " [[459 137]]\n", - "\n", - " [[458 138]]\n", - "\n", - " [[452 138]]\n", - "\n", - " [[451 139]]\n", - "\n", - " [[450 139]]\n", - "\n", - " [[449 140]]\n", - "\n", - " [[443 140]]\n", - "\n", - " [[442 141]]\n", - "\n", - " [[440 141]]\n", - "\n", - " [[439 142]]\n", - "\n", - " [[433 142]]\n", - "\n", - " [[431 144]]\n", - "\n", - " [[428 144]]\n", - "\n", - " [[427 145]]\n", - "\n", - " [[426 145]]\n", - "\n", - " [[425 146]]\n", - "\n", - " [[421 146]]\n", - "\n", - " [[420 147]]\n", - "\n", - " [[418 147]]\n", - "\n", - " [[417 148]]\n", - "\n", - " [[414 148]]\n", - "\n", - " [[413 149]]\n", - "\n", - " [[410 149]]\n", - "\n", - " [[409 150]]\n", - "\n", - " [[404 150]]\n", - "\n", - " [[402 152]]\n", - "\n", - " [[397 152]]\n", - "\n", - " [[396 153]]\n", - "\n", - " [[394 153]]\n", - "\n", - " [[393 154]]\n", - "\n", - " [[386 154]]\n", - "\n", - " [[385 155]]\n", - "\n", - " [[384 155]]\n", - "\n", - " [[383 156]]\n", - "\n", - " [[378 156]]\n", - "\n", - " [[377 157]]\n", - "\n", - " [[376 157]]\n", - "\n", - " [[376 162]]\n", - "\n", - " [[377 163]]\n", - "\n", - " [[377 164]]\n", - "\n", - " [[378 165]]\n", - "\n", - " [[378 170]]\n", - "\n", - " [[379 171]]\n", - "\n", - " [[379 174]]\n", - "\n", - " [[380 175]]\n", - "\n", - " [[380 181]]\n", - "\n", - " [[381 182]]\n", - "\n", - " [[381 184]]\n", - "\n", - " [[382 185]]\n", - "\n", - " [[382 190]]\n", - "\n", - " [[383 191]]\n", - "\n", - " [[383 192]]\n", - "\n", - " [[384 193]]\n", - "\n", - " [[384 199]]\n", - "\n", - " [[385 200]]\n", - "\n", - " [[385 201]]\n", - "\n", - " [[386 202]]\n", - "\n", - " [[386 207]]\n", - "\n", - " [[387 208]]\n", - "\n", - " [[387 211]]\n", - "\n", - " [[388 212]]\n", - "\n", - " [[388 216]]\n", - "\n", - " [[389 217]]\n", - "\n", - " [[389 220]]\n", - "\n", - " [[390 221]]\n", - "\n", - " [[390 226]]\n", - "\n", - " [[391 227]]\n", - "\n", - " [[391 229]]\n", - "\n", - " [[392 230]]\n", - "\n", - " [[392 235]]\n", - "\n", - " [[393 236]]\n", - "\n", - " [[393 237]]\n", - "\n", - " [[394 238]]\n", - "\n", - " [[394 243]]\n", - "\n", - " [[395 243]]\n", - "\n", - " [[397 245]]\n", - "\n", - " [[398 244]]\n", - "\n", - " [[401 244]]\n", - "\n", - " [[402 243]]\n", - "\n", - " [[413 243]]\n", - "\n", - " [[413 242]]\n", - "\n", - " [[414 241]]\n", - "\n", - " [[419 241]]\n", - "\n", - " [[420 240]]\n", - "\n", - " [[421 240]]\n", - "\n", - " [[422 239]]\n", - "\n", - " [[425 239]]\n", - "\n", - " [[426 240]]\n", - "\n", - " [[426 241]]\n", - "\n", - " [[426 240]]\n", - "\n", - " [[427 239]]\n", - "\n", - " [[433 239]]\n", - "\n", - " [[435 237]]\n", - "\n", - " [[437 237]]\n", - "\n", - " [[438 236]]\n", - "\n", - " [[440 236]]\n", - "\n", - " [[441 235]]\n", - "\n", - " [[446 235]]\n", - "\n", - " [[447 234]]\n", - "\n", - " [[450 234]]\n", - "\n", - " [[451 233]]\n", - "\n", - " [[456 233]]\n", - "\n", - " [[458 231]]\n", - "\n", - " [[473 231]]\n", - "\n", - " [[473 230]]\n", - "\n", - " [[474 229]]\n", - "\n", - " [[478 229]]\n", - "\n", - " [[480 227]]\n", - "\n", - " [[483 227]]\n", - "\n", - " [[485 225]]\n", - "\n", - " [[486 225]]\n", - "\n", - " [[486 224]]\n", - "\n", - " [[487 223]]\n", - "\n", - " [[487 220]]\n", - "\n", - " [[486 219]]\n", - "\n", - " [[486 217]]\n", - "\n", - " [[485 216]]\n", - "\n", - " [[485 212]]\n", - "\n", - " [[484 211]]\n", - "\n", - " [[484 210]]\n", - "\n", - " [[483 209]]\n", - "\n", - " [[483 204]]\n", - "\n", - " [[482 203]]\n", - "\n", - " [[482 202]]\n", - "\n", - " [[481 201]]\n", - "\n", - " [[481 196]]\n", - "\n", - " [[480 195]]\n", - "\n", - " [[480 186]]\n", - "\n", - " [[479 185]]\n", - "\n", - " [[479 182]]\n", - "\n", - " [[477 180]]\n", - "\n", - " [[477 176]]\n", - "\n", - " [[476 176]]\n", - "\n", - " [[475 175]]\n", - "\n", - " [[475 170]]\n", - "\n", - " [[474 169]]\n", - "\n", - " [[474 166]]\n", - "\n", - " [[473 165]]\n", - "\n", - " [[473 157]]\n", - "\n", - " [[471 155]]\n", - "\n", - " [[471 152]]\n", - "\n", - " [[470 151]]\n", - "\n", - " [[470 150]]\n", - "\n", - " [[469 149]]\n", - "\n", - " [[469 144]]\n", - "\n", - " [[468 143]]\n", - "\n", - " [[468 142]]\n", - "\n", - " [[467 141]]\n", - "\n", - " [[467 138]]\n", - "\n", - " [[465 136]]]\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "#contour extraction\n", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ "contours, hierarchy = cv2.findContours (mask, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n", "cnt = contours [0]\n", "\n", "approx = cv2.convexHull (cnt)\n", "\n", - "print (cnt)\n", - "\n", "epsilon = 0.05 * cv2.arcLength (approx, True)\n", - "#epsilon=10\n", "\n", "approx = cv2.approxPolyDP (approx, epsilon, True)\n", "\n", @@ -441,47 +136,63 @@ "plt.show ()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Image warping" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Points ordering" + ] + }, { "cell_type": "code", - "execution_count": 162, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "def order_points(pts):\n", - " #print (\"pts\", pts.shape)\n", - " \n", " # initialzie a list of coordinates that will be ordered\n", " # such that the first entry in the list is the top-left,\n", " # the second entry is the top-right, the third is the\n", " # bottom-right, and the fourth is the bottom-left\n", " rect = np.zeros((4, 2), dtype=\"float32\")\n", + " \n", " # the top-left point will have the smallest sum, whereas\n", " # the bottom-right point will have the largest sum\n", " s = pts.sum(axis=1)\n", " rect[0] = pts[np.argmin(s)]\n", " rect[2] = pts[np.argmax(s)]\n", + " \n", " # now, compute the difference between the points, the\n", " # top-right point will have the smallest difference,\n", " # whereas the bottom-left will have the largest difference\n", " diff = np.diff(pts, axis=1)\n", " rect[1] = pts[np.argmin(diff)]\n", " rect[3] = pts[np.argmax(diff)]\n", + " \n", " # return the ordered coordinates\n", - " return rect\n", - "\n", + " return rect" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Warping procedure" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ "def four_point_transform(image, pts):\n", " # obtain a consistent order of the points and unpack them\n", " # individually\n", @@ -527,9 +238,23 @@ "plt.show ()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Camera calibration" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Camera matrix obtainment" + ] + }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -550,7 +275,7 @@ "objpoints = [] # 3d point in real world space\n", "imgpoints = [] # 2d points in image plane.\n", "\n", - "images = glob.glob('../data/images/chessboard/*.jpg')\n", + "images = glob.glob('../data/imgs/chessboard/*.jpg')\n", "\n", "for fname in images:\n", " img = cv2.imread(fname)\n", @@ -568,7 +293,12 @@ "\n", " # Draw and display the corners\n", " img = cv2.drawChessboardCorners(img, (7,6), corners2,ret)\n", - " cv2.imshow('img',img)\n", + " \n", + " plt.imshow (img)\n", + " plt.axis ('off')\n", + " plt.show ()\n", + " #cv2.imshow('img',img)\n", + " \n", " cv2.waitKey(500)\n", "\n", "cv2.destroyAllWindows()" @@ -576,35 +306,29 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ret, mtx, dist, rvecs, tvecs = cv2.calibrateCamera(objpoints, imgpoints, gray.shape[::-1],None,None)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Image undistortion" + ] + }, { "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "img = cv2.imread('../data/images/chessboard/left12.jpg')\n", - "h, w = img.shape[:2]\n", - "newcameramtx, roi=cv2.getOptimalNewCameraMatrix(mtx,dist,(w,h),1,(w,h))\n", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "img = cv2.imread('../data/imgs/chessboard/left12.jpg')\n", + "h, w = img.shape[:2]\n", + "newcameramtx, roi = cv2.getOptimalNewCameraMatrix(mtx,dist,(w,h),1,(w,h))\n", "\n", "# undistort\n", "dst = cv2.undistort(img, mtx, dist, None, newcameramtx)\n", @@ -612,46 +336,31 @@ "# crop the image\n", "x,y,w,h = roi\n", "dst = dst[y:y+h, x:x+w]\n", - "#cv2.imwrite('calibresult.png',dst)\n", "\n", "plt.imshow (dst)\n", "plt.axis ('off')\n", - "plt.show ()\n", - "\n" + "plt.show ()" ] }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[534.21305012, 0. , 341.94076135],\n", - " [ 0. , 534.34222631, 234.20697573],\n", - " [ 0. , 0. , 1. ]])" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "mtx" ] }, { - "cell_type": "code", - "execution_count": null, + "cell_type": "markdown", "metadata": {}, - "outputs": [], - "source": [] + "source": [ + "# Distance approximation" + ] }, { "cell_type": "code", - "execution_count": 164, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -682,7 +391,7 @@ }, { "cell_type": "code", - "execution_count": 175, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -703,55 +412,69 @@ }, { "cell_type": "code", - "execution_count": 179, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[[[499 286]]\n", - "\n", - " [[293 356]]\n", - "\n", - " [[220 159]]\n", - "\n", - " [[424 82]]]\n", - "75.91619704490874\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ - "#img = cv2.imread('../data/images/perimeter/vlcsnap-2020-10-21-01h21m37s326.png')\n", - "#img = cv2.imread('../data/images/perimeter/vlcsnap-2020-10-21-01h21m44s087.png')\n", - "#img = cv2.imread('../data/images/perimeter/vlcsnap-2020-10-21-01h21m50s155.png')\n", - "img = cv2.imread('../data/images/perimeter/vlcsnap-2020-10-21-01h21m55s352.png')\n", + "img = cv2.imread('../data/imgs/perimeter/vlcsnap-2020-10-21-01h21m37s326.png')\n", + "#img = cv2.imread('../data/imgs/perimeter/vlcsnap-2020-10-21-01h21m44s087.png')\n", + "#img = cv2.imread('../data/imgs/perimeter/vlcsnap-2020-10-21-01h21m50s155.png')\n", + "#img = cv2.imread('../data/imgs/perimeter/vlcsnap-2020-10-21-01h21m55s352.png')\n", "\n", "dist = find_distance (img)\n", "\n", "print (dist)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Auxiliary" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Google Drive mounting" + ] + }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], - "source": [] + "source": [ + "from google.colab import drive\n", + "drive.mount('/content/drive/', force_remount=False)\n", + "\n", + "#!cd\n", + "#!ls\n", + "#!pwd" + ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Возьмите видео https://drive.google.com/file/d/1AQhg2lL5FL4edlOcxY2SHOOZ-v9TgHBD/view?usp=sharing и реализуйте ноутбук, выполняющий сделующие операции для каждого кадра видео:\n", - "\n", - "1) [2 балла] Нахождение расстояния от камеры до листка, учитывая, что это тот же листок, что был в первом демо\n", + "## Video opening" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "cap = cv2.VideoCapture('video.mp4')\n", "\n", - "2) [3 балла] Приведение изображения листка к \"виду сверху\"\n", + "while(cap.isOpened()):\n", + " ret, frame = cap.read()\n", "\n", - "3) [6 баллов] Определение направления, в котором указывает стрелка. Для выполнения этого пункта можно совместить результат предыдушего пункта с переработанным методом из первого семинара по зрению. Можно использовать и полностью свой метод\n", + " #...processing...\n", "\n", - "4) [6 баллов] Доп. задача: определение, нормально ли видно листок в кадре. На некоторых кадрах листок видно не полностью. Это можно автоматически обнаруживать, к примеру используя размеры стрелки, и выводить на соответствующем кадре маркер - текст или цветную метку" + "cap.release()\n" ] }, { diff --git a/notebooks/cv_sem4.ipynb b/notebooks/cv_sem4.ipynb new file mode 100644 index 0000000..8defe99 --- /dev/null +++ b/notebooks/cv_sem4.ipynb @@ -0,0 +1,1239 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "scrolled": false + }, + "source": [ + "# Setup" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "!git clone -b develop https://github.com/StarkitRobots/cvr_course" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "cd cvr_course/notebooks" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Stereo pair calibration" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "- Intrinsic_mtx_1 - матрица 1 камеры\n", + "- dist_1 - коэффициенты дисторсии 1 камеры\n", + "- Intrinsic_mtx_2 - матрица 2 камеры\n", + "- dist_2 - коэффициенты дисторсии 2 камеры\n", + "\n", + "- R - матрица поворота между камерами\n", + "- T - матрица трансляции между камерами\n", + "\n", + "https://github.com/bvnayak/stereo_calibration.git" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import cv2\n", + "import glob\n", + "import argparse\n", + "\n", + "class StereoCalibration(object):\n", + " def __init__(self, filepath):\n", + " # termination criteria\n", + " self.criteria = (cv2.TERM_CRITERIA_EPS +\n", + " cv2.TERM_CRITERIA_MAX_ITER, 30, 0.001)\n", + " self.criteria_cal = (cv2.TERM_CRITERIA_EPS +\n", + " cv2.TERM_CRITERIA_MAX_ITER, 100, 1e-5)\n", + "\n", + " # prepare object points, like (0,0,0), (1,0,0), (2,0,0) ....,(6,5,0)\n", + " self.objp = np.zeros((9*7, 3), np.float32)\n", + " self.objp[:, :2] = np.mgrid[0:9, 0:7].T.reshape(-1, 2)\n", + "\n", + " # Arrays to store object points and image points from all the images.\n", + " self.objpoints = [] # 3d point in real world space\n", + " self.imgpoints_l = [] # 2d points in image plane.\n", + " self.imgpoints_r = [] # 2d points in image plane.\n", + "\n", + " self.cal_path = filepath\n", + " self.read_images(self.cal_path)\n", + "\n", + " def read_images(self, cal_path):\n", + " images_right = glob.glob(cal_path + 'right*.png')\n", + " images_left = glob.glob(cal_path + 'left*.png')\n", + " images_left.sort()\n", + " images_right.sort()\n", + "\n", + " print (\"images_left\", images_left, images_right)\n", + "\n", + " for i, fname in enumerate(images_right):\n", + " img_l = cv2.imread(images_left[i])\n", + " img_r = cv2.imread(images_right[i])\n", + "\n", + " gray_l = cv2.cvtColor(img_l, cv2.COLOR_BGR2GRAY)\n", + " gray_r = cv2.cvtColor(img_r, cv2.COLOR_BGR2GRAY)\n", + "\n", + " # Find the chess board corners\n", + " ret_l, corners_l = cv2.findChessboardCorners(gray_l, (9, 7), None)\n", + " ret_r, corners_r = cv2.findChessboardCorners(gray_r, (9, 7), None)\n", + "\n", + " # If found, add object points, image points (after refining them)\n", + " self.objpoints.append(self.objp)\n", + "\n", + " if ret_l is True:\n", + " rt = cv2.cornerSubPix(gray_l, corners_l, (11, 11),\n", + " (-1, -1), self.criteria)\n", + " self.imgpoints_l.append(corners_l)\n", + "\n", + " # Draw and display the corners\n", + " ret_l = cv2.drawChessboardCorners(img_l, (9, 7),\n", + " corners_l, ret_l)\n", + " #cv2.imshow(images_left[i], img_l)\n", + " cv2.waitKey(500)\n", + "\n", + " if ret_r is True:\n", + " rt = cv2.cornerSubPix(gray_r, corners_r, (11, 11),\n", + " (-1, -1), self.criteria)\n", + " self.imgpoints_r.append(corners_r)\n", + "\n", + " # Draw and display the corners\n", + " ret_r = cv2.drawChessboardCorners(img_r, (9, 7),\n", + " corners_r, ret_r)\n", + " #cv2.imshow(images_right[i], img_r)\n", + " cv2.waitKey(100)\n", + " img_shape = gray_l.shape[::-1]\n", + "\n", + " rt, self.M1, self.d1, self.r1, self.t1 = cv2.calibrateCamera(\n", + " self.objpoints, self.imgpoints_l, img_shape, None, None)\n", + " rt, self.M2, self.d2, self.r2, self.t2 = cv2.calibrateCamera(\n", + " self.objpoints, self.imgpoints_r, img_shape, None, None)\n", + "\n", + " self.camera_model = self.stereo_calibrate(img_shape)\n", + "\n", + " def stereo_calibrate(self, dims):\n", + " flags = 0\n", + " flags |= cv2.CALIB_FIX_INTRINSIC\n", + " # flags |= cv2.CALIB_FIX_PRINCIPAL_POINT\n", + " flags |= cv2.CALIB_USE_INTRINSIC_GUESS\n", + " flags |= cv2.CALIB_FIX_FOCAL_LENGTH\n", + " # flags |= cv2.CALIB_FIX_ASPECT_RATIO\n", + " flags |= cv2.CALIB_ZERO_TANGENT_DIST\n", + " # flags |= cv2.CALIB_RATIONAL_MODEL\n", + " # flags |= cv2.CALIB_SAME_FOCAL_LENGTH\n", + " # flags |= cv2.CALIB_FIX_K3\n", + " # flags |= cv2.CALIB_FIX_K4\n", + " # flags |= cv2.CALIB_FIX_K5\n", + "\n", + " stereocalib_criteria = (cv2.TERM_CRITERIA_MAX_ITER +\n", + " cv2.TERM_CRITERIA_EPS, 100, 1e-5)\n", + " ret, M1, d1, M2, d2, R, T, E, F = cv2.stereoCalibrate(\n", + " self.objpoints, self.imgpoints_l,\n", + " self.imgpoints_r, self.M1, self.d1, self.M2,\n", + " self.d2, dims,\n", + " criteria=stereocalib_criteria, flags=flags)\n", + "\n", + " print('Intrinsic_mtx_1', M1)\n", + " print('dist_1', d1)\n", + " print('Intrinsic_mtx_2', M2)\n", + " print('dist_2', d2)\n", + " print('R', R)\n", + " print('T', T)\n", + " print('E', E)\n", + " print('F', F)\n", + "\n", + " # for i in range(len(self.r1)):\n", + " # print(\"--- pose[\", i+1, \"] ---\")\n", + " # self.ext1, _ = cv2.Rodrigues(self.r1[i])\n", + " # self.ext2, _ = cv2.Rodrigues(self.r2[i])\n", + " # print('Ext1', self.ext1)\n", + " # print('Ext2', self.ext2)\n", + "\n", + " print('')\n", + "\n", + " camera_model = dict([('M1', M1), ('M2', M2), ('dist1', d1),\n", + " ('dist2', d2), ('rvecs1', self.r1),\n", + " ('rvecs2', self.r2), ('R', R), ('T', T),\n", + " ('E', E), ('F', F)])\n", + "\n", + " cv2.destroyAllWindows()\n", + " return camera_model\n", + "\n", + "# if __name__ == '__main__':\n", + "# parser = argparse.ArgumentParser()\n", + "# parser.add_argument('filepath', help='String Filepath')\n", + "# args = parser.parse_args()\n", + "# cal_data = StereoCalibration(args.filepath)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "images_left ['../data/imgs/calibrationdat/left-0000.png', '../data/imgs/calibrationdat/left-0001.png', '../data/imgs/calibrationdat/left-0002.png', '../data/imgs/calibrationdat/left-0003.png', '../data/imgs/calibrationdat/left-0004.png', '../data/imgs/calibrationdat/left-0005.png', '../data/imgs/calibrationdat/left-0006.png', '../data/imgs/calibrationdat/left-0007.png'] ['../data/imgs/calibrationdat/right-0000.png', '../data/imgs/calibrationdat/right-0001.png', '../data/imgs/calibrationdat/right-0002.png', '../data/imgs/calibrationdat/right-0003.png', '../data/imgs/calibrationdat/right-0004.png', '../data/imgs/calibrationdat/right-0005.png', '../data/imgs/calibrationdat/right-0006.png', '../data/imgs/calibrationdat/right-0007.png']\n", + "Intrinsic_mtx_1 [[528.92971091 0. 331.42886363]\n", + " [ 0. 527.52644969 226.75469675]\n", + " [ 0. 0. 1. ]]\n", + "dist_1 [[-2.11291512e-02 3.86518866e-01 -9.74649669e-05 -8.04617066e-03\n", + " -1.07309518e+00]]\n", + "Intrinsic_mtx_2 [[540.64063536 0. 305.72909471]\n", + " [ 0. 538.78100331 224.08417359]\n", + " [ 0. 0. 1. ]]\n", + "dist_2 [[ 0.01986222 -0.01022669 0.00145097 -0.0073049 -0.03501859]]\n", + "R [[ 0.99972097 -0.00126283 0.02358799]\n", + " [ 0.00111319 0.99997918 0.00635596]\n", + " [-0.02359553 -0.00632793 0.99970156]]\n", + "T [[-2.84655557]\n", + " [ 0.02407749]\n", + " [ 0.35893426]]\n", + "E [[-9.67682828e-04 -3.59079146e-01 2.17889302e-02]\n", + " [ 2.91668125e-01 -1.84660834e-02 2.85417258e+00]\n", + " [-2.72395260e-02 -2.84646591e+00 -1.86605433e-02]]\n", + "F [[-4.43358023e-07 -1.64954985e-04 4.28315204e-02]\n", + " [ 1.34093250e-04 -8.51229103e-06 6.51546429e-01]\n", + " [-3.66599238e-02 -6.54612998e-01 1.00000000e+00]]\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "{'M1': array([[528.92971091, 0. , 331.42886363],\n", + " [ 0. , 527.52644969, 226.75469675],\n", + " [ 0. , 0. , 1. ]]),\n", + " 'M2': array([[540.64063536, 0. , 305.72909471],\n", + " [ 0. , 538.78100331, 224.08417359],\n", + " [ 0. , 0. , 1. ]]),\n", + " 'dist1': array([[-2.11291512e-02, 3.86518866e-01, -9.74649669e-05,\n", + " -8.04617066e-03, -1.07309518e+00]]),\n", + " 'dist2': array([[ 0.01986222, -0.01022669, 0.00145097, -0.0073049 , -0.03501859]]),\n", + " 'rvecs1': [array([[-0.1636584 ],\n", + " [ 0.70498388],\n", + " [ 2.76465316]]), array([[-0.12892797],\n", + " [ 0.69493352],\n", + " [ 2.94123178]]), array([[-0.32698814],\n", + " [-0.00034848],\n", + " [ 0.01013225]]), array([[-0.10304573],\n", + " [-0.45069216],\n", + " [-3.09902395]]), array([[-0.13741482],\n", + " [-0.41571386],\n", + " [-3.11173667]]), array([[-0.23186588],\n", + " [ 0.09767764],\n", + " [ 0.07059253]]), array([[-0.48366512],\n", + " [-0.43375544],\n", + " [-2.98499991]]), array([[-0.19015175],\n", + " [ 0.3271915 ],\n", + " [ 0.15755064]])],\n", + " 'rvecs2': [array([[-0.12917907],\n", + " [ 0.71663667],\n", + " [ 2.77173863]]), array([[-0.0913192 ],\n", + " [ 0.70574732],\n", + " [ 2.94725806]]), array([[-0.32853004],\n", + " [ 0.02324352],\n", + " [ 0.01509584]]), array([[-0.14112055],\n", + " [-0.45254397],\n", + " [-3.09296098]]), array([[-0.17416062],\n", + " [-0.42715133],\n", + " [-3.10458561]]), array([[-0.23684335],\n", + " [ 0.12380543],\n", + " [ 0.07458754]]), array([[-0.52640367],\n", + " [-0.4437045 ],\n", + " [-2.97178163]]), array([[-0.19059818],\n", + " [ 0.35289941],\n", + " [ 0.15920107]])],\n", + " 'R': array([[ 0.99972097, -0.00126283, 0.02358799],\n", + " [ 0.00111319, 0.99997918, 0.00635596],\n", + " [-0.02359553, -0.00632793, 0.99970156]]),\n", + " 'T': array([[-2.84655557],\n", + " [ 0.02407749],\n", + " [ 0.35893426]]),\n", + " 'E': array([[-9.67682828e-04, -3.59079146e-01, 2.17889302e-02],\n", + " [ 2.91668125e-01, -1.84660834e-02, 2.85417258e+00],\n", + " [-2.72395260e-02, -2.84646591e+00, -1.86605433e-02]]),\n", + " 'F': array([[-4.43358023e-07, -1.64954985e-04, 4.28315204e-02],\n", + " [ 1.34093250e-04, -8.51229103e-06, 6.51546429e-01],\n", + " [-3.66599238e-02, -6.54612998e-01, 1.00000000e+00]])}" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#from stereo_calibration.camera_calibrate import StereoCalibration\n", + "cal = StereoCalibration('../data/imgs/calibrationdat/')\n", + "cal.camera_model" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Disparity map obtainment" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "https://github.com/OmarPadierna/3DReconstruction" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Computing the disparity map...\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import cv2\n", + "import numpy as np \n", + "import glob\n", + "from tqdm import tqdm\n", + "import PIL.ExifTags\n", + "import PIL.Image\n", + "from matplotlib import pyplot as plt \n", + "\n", + "#=====================================\n", + "# Function declarations\n", + "#=====================================\n", + "\n", + "#Function to create point cloud file\n", + "def create_output(vertices, colors, filename):\n", + "\tcolors = colors.reshape(-1,3)\n", + "\tvertices = np.hstack([vertices.reshape(-1,3),colors])\n", + "\n", + "\tply_header = '''ply\n", + "\t\tformat ascii 1.0\n", + "\t\telement vertex %(vert_num)d\n", + "\t\tproperty float x\n", + "\t\tproperty float y\n", + "\t\tproperty float z\n", + "\t\tproperty uchar red\n", + "\t\tproperty uchar green\n", + "\t\tproperty uchar blue\n", + "\t\tend_header\n", + "\t\t'''\n", + "\twith open(filename, 'w') as f:\n", + "\t\tf.write(ply_header %dict(vert_num=len(vertices)))\n", + "\t\tnp.savetxt(f,vertices,'%f %f %f %d %d %d')\n", + "\n", + "#Function that Downsamples image x number (reduce_factor) of times. \n", + "def downsample_image(image, reduce_factor):\n", + "\tfor i in range(0,reduce_factor):\n", + "\t\t#Check if image is color or grayscale\n", + "\t\tif len(image.shape) > 2:\n", + "\t\t\trow,col = image.shape[:2]\n", + "\t\telse:\n", + "\t\t\trow,col = image.shape\n", + "\n", + "\t\timage = cv2.pyrDown(image, dstsize= (col//2, row // 2))\n", + "\treturn image\n", + "\n", + "\n", + "img = cv2.imread (\"../data/imgs/stereopairs/sp2.jpg\")\n", + "\n", + "plt.imshow (img)\n", + "plt.axis ('off')\n", + "plt.show ()\n", + "\n", + "img_downsampled = cv2.resize (img, (512, 192))\n", + "\n", + "img_1_downsampled = img_downsampled [:, :256, :]\n", + "img_2_downsampled = img_downsampled [:, 256:, :]\n", + "\n", + "plt.imshow (img_1_downsampled)\n", + "plt.axis ('off')\n", + "plt.show ()\n", + "\n", + "plt.imshow (img_2_downsampled)\n", + "plt.axis ('off')\n", + "plt.show ()\n", + "\n", + "#Set disparity parameters\n", + "#Note: disparity range is tuned according to specific parameters obtained through trial and error. \n", + "win_size = 5\n", + "min_disp = -1\n", + "max_disp = 63 #min_disp * 9\n", + "num_disp = max_disp - min_disp # Needs to be divisible by 16\n", + "\n", + "#Create Block matching object. \n", + "stereo = cv2.StereoSGBM_create(minDisparity= min_disp,\n", + "\tnumDisparities = num_disp,\n", + "\tblockSize = 5,\n", + "\tuniquenessRatio = 5,\n", + "\tspeckleWindowSize = 5,\n", + "\tspeckleRange = 5,\n", + "\tdisp12MaxDiff = 2,\n", + "\tP1 = 8*3*win_size**2,#8*3*win_size**2,\n", + "\tP2 =32*3*win_size**2) #32*3*win_size**2)\n", + "\n", + "#Compute disparity map\n", + "print (\"\\nComputing the disparity map...\")\n", + "disparity_map = stereo.compute(img_1_downsampled, img_2_downsampled)\n", + "\n", + "#Show disparity map before generating 3D cloud to verify that point cloud will be usable. \n", + "plt.imshow(disparity_map,'gray')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Point cloud generation" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Generating the 3D map...\n", + "Q [[ 1.00000000e+00 0.00000000e+00 0.00000000e+00 -3.59768653e+02]\n", + " [ 0.00000000e+00 1.00000000e+00 0.00000000e+00 -2.02283404e+02]\n", + " [ 0.00000000e+00 0.00000000e+00 0.00000000e+00 8.08315665e+02]\n", + " [ 0.00000000e+00 0.00000000e+00 3.48529556e-01 -0.00000000e+00]]\n", + "[[-2.0767994 -1.4155877 5.6566267 ]\n", + " [-2.0698013 -1.4155877 5.6566267 ]\n", + " [-2.1630418 -1.4843758 5.9315014 ]\n", + " ...\n", + " [-1.133419 -0.11241079 8.052836 ]\n", + " [-1.1234566 -0.11241079 8.052836 ]\n", + " [-1.1212808 -0.11319688 8.10915 ]]\n", + "35513\n" + ] + } + ], + "source": [ + "#Generate point cloud. \n", + "print (\"\\nGenerating the 3D map...\")\n", + "\n", + "#Get new downsampled width and height \n", + "h,w = img_2_downsampled.shape[:2]\n", + "\n", + "#Load focal length. \n", + "#focal_length = np.load('./camera_params/FocalLength.npy')\n", + "focal_length = 517\n", + "\n", + "#Perspective transformation matrix\n", + "#This transformation matrix is from the openCV documentation, didn't seem to work for me. \n", + "# Q = np.float32([[1,0,0,-w/2.0],\n", + "# \t\t\t\t[0,-1,0,h/2.0],\n", + "# \t\t\t\t[0,0,0,-focal_length],\n", + "# \t\t\t\t[0,0,1,0]])\n", + "\n", + "#This transformation matrix is derived from Prof. Didier Stricker's power point presentation on computer vision. \n", + "#Link : https://ags.cs.uni-kl.de/fileadmin/inf_ags/3dcv-ws14-15/3DCV_lec01_camera.pdf\n", + "# Q2 = np.float32([[1,0,0,0],\n", + "# \t\t\t\t[0,-1,0,0],\n", + "# \t\t\t\t[0,0,focal_length*0.05,0], #Focal length multiplication obtained experimentally. \n", + "# \t\t\t\t[0,0,0,1]])\n", + "\n", + "M1 = cal.camera_model [\"M1\"]\n", + "M2 = cal.camera_model [\"M1\"]\n", + "D1 = cal.camera_model [\"dist1\"]\n", + "D2 = cal.camera_model [\"dist2\"]\n", + "R = cal.camera_model [\"R\"]\n", + "T = cal.camera_model [\"T\"]\n", + "\n", + "R1, R2, P1, P2, Q, roi_left, roi_right = cv2.stereoRectify(M1, D1,\n", + " M2, D2, (h, w), R, T, flags=cv2.CALIB_ZERO_DISPARITY, alpha=0.9)\n", + "\n", + "print (\"Q\", Q)\n", + "\n", + "#Reproject points into 3D\n", + "points_3D = cv2.reprojectImageTo3D(disparity_map, Q)\n", + "\n", + "#Get color points\n", + "colors = cv2.cvtColor(img_1_downsampled, cv2.COLOR_BGR2RGB)\n", + "\n", + "#Get rid of points with value 0 (i.e no depth)\n", + "mask_map = disparity_map > disparity_map.min()\n", + "\n", + "#Mask colors and points. \n", + "output_points = points_3D[mask_map]\n", + "output_colors = colors[mask_map]\n", + "\n", + "#Define name for output file\n", + "#output_file = 'reconstructed.ply'\n", + "\n", + "#Generate point cloud \n", + "#print (\"\\n Creating the output file... \\n\")\n", + "#create_output(output_points, output_colors, output_file)\n", + "\n", + "print (output_points)\n", + "print (len (output_points))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Projecting 3D objects onto plane" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 197\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mimshow\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 198\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshow\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 199\u001b[0;31m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpause\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;36m0.1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 200\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 201\u001b[0m \u001b[0mclear_output\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mwait\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/matplotlib/pyplot.py\u001b[0m in \u001b[0;36mpause\u001b[0;34m(interval)\u001b[0m\n\u001b[1;32m 295\u001b[0m \u001b[0mcanvas\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstart_event_loop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minterval\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 296\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 297\u001b[0;31m \u001b[0mtime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msleep\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minterval\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 298\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 299\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mKeyboardInterrupt\u001b[0m: " + ] + } + ], + "source": [ + "import cv2\n", + "import numpy as np\n", + "import time\n", + "import math\n", + "\n", + "from IPython.display import display, clear_output\n", + "from matplotlib import pyplot as plt\n", + "\n", + "WIND_X = 1100\n", + "WIND_Y = 700\n", + "\n", + "class Object:\n", + " def __init__ (self, x_, y_, z_):\n", + " self.x = x_\n", + " self.y = y_\n", + " self.z = z_\n", + " \n", + " def get_coords (self):\n", + " return [self.x, self.y, self.z]\n", + " \n", + " def change_coord (self, coord, val, increment = False):\n", + " if (coord == \"x\"):\n", + " if (increment == True):\n", + " self.x += val \n", + " else:\n", + " self.x = val\n", + "\n", + " if (coord == \"y\"):\n", + " if (increment == True):\n", + " self.y += val \n", + " else:\n", + " self.y = val\n", + "\n", + " if (coord == \"z\"):\n", + " if (increment == True):\n", + " self.z += val \n", + " else:\n", + " self.z = val\n", + "\n", + " def draw (self, canvas):\n", + " pass\n", + "\n", + "class Light_emitter (Object):\n", + " def __init__ (self, x_, y_, z_, color_ = (255, 255, 255)):\n", + " Object.__init__ (self, x_, y_, z_)\n", + " \n", + " self.color = color_\n", + " \n", + " def get_color (self):\n", + " return self.color\n", + " \n", + " def draw (self, canvas):\n", + " pass\n", + " #cv2.circle (canvas, (int (self.x / self.z), int (self.y / self.z)),\n", + " # 10, (250, 250, 250), -1)\n", + "\n", + "class Surface (Object):\n", + " def __init__ (self, x_, y_, z_):\n", + " Object.__init__ (x_, y_, z_)\n", + " \n", + " def draw (self, canvas):\n", + " self.render (canvas)\n", + " \n", + " def render (self, canvas):\n", + " pass\n", + " \n", + " def iterate_elements (self):\n", + " pass\n", + " \n", + " def calc_element_lightening (self):\n", + " pass\n", + " \n", + " def _dotproduct (self, v1, v2):\n", + " return sum ((a * b) for a, b in zip (v1, v2))\n", + "\n", + " def _length(self, v):\n", + " return math.sqrt (self._dotproduct (v, v))\n", + "\n", + " def _cos (self, v1, v2):\n", + " return self._dotproduct (v1, v2) / (self._length (v1) * self._length (v2))\n", + " \n", + " def _subtr (self, v1, v2):\n", + " return [a - b for a, b in zip (v1, v2)]\n", + "\n", + "class Sphere(Surface):\n", + " def __init__ (self, x_, y_, z_, r_, color_ = (100, 100, 255)):\n", + " Object.__init__ (self, x_, y_, z_)\n", + " \n", + " self.r = r_\n", + " self.color = color_\n", + " \n", + " def iterate_elements (self):\n", + " result = []\n", + " \n", + " for i in range (int (- self.r / self.z), int (self.r / self.z)):\n", + " for j in range (int (- self.r / self.z), int (self.r / self.z)):\n", + " dist_2d = self._length ((i, j))\n", + " \n", + " if (dist_2d < self.r / self.z):\n", + " n = []\n", + " \n", + " n.append (i * self.z)\n", + " n.append (j * self.z)\n", + " n.append (math.sqrt ((self.r)**2 - (dist_2d * self.z)**2))\n", + " \n", + " result.append ((self.x / self.z + i, self.y / self.z + j, n))\n", + " \n", + " return result\n", + " \n", + " def draw (self, canvas, emitter):\n", + " self.render (canvas, emitter)\n", + " \n", + " def render (self, canvas, emitter):\n", + " for i, j, n in self.iterate_elements ():\n", + " pix_color = self.calc_lightening (n, emitter)\n", + " \n", + " canvas [int (j), int (i), :] = pix_color\n", + " \n", + " def calc_lightening (self, n, emitter):\n", + " p_vec = [self.x + n [0], self.y + n [1], self.z + n [2]]\n", + " vec = self._subtr (emitter.get_coords (), p_vec)\n", + " cos = max (self._cos (n, vec), 0)\n", + " \n", + " result = [int (channel * cos) for channel in self.color]\n", + " \n", + " return result\n", + "\n", + "emitter = Light_emitter (350, 200, 400)\n", + "\n", + "spheres = [Sphere (300, 350, 1, 250),\n", + " #Sphere (500, 450, 1, 150, color_ = (250, 24, 100)),\n", + " #Sphere (650, 250, 1, 100, color_ = (25, 240, 10)),\n", + " #Sphere (750, 150, 1, 100, color_ = (125, 200, 10)),\n", + " #Sphere (850, 345, 1, 100, color_ = (225, 240, 10)),\n", + " Sphere (950, 125, 1, 100, color_ = (250, 20, 255))]\n", + "\n", + "to_refresh = True\n", + "\n", + "canvas = np.ones ((WIND_Y, WIND_X, 3), np.uint8) * 55\n", + "\n", + "while (True):\n", + " k = cv2.waitKey (50) & 0xFF\n", + " \n", + " if (k != 255):\n", + " to_refresh = True\n", + " \n", + " if (k == ord ('q')):\n", + " break\n", + " \n", + " step = 20\n", + " \n", + " if (k == ord ('d')):\n", + " emitter.change_coord (\"x\", step, increment = True)\n", + "\n", + " if (k == ord ('a')):\n", + " emitter.change_coord (\"x\", -step, increment = True)\n", + "\n", + " if (k == ord ('s')):\n", + " emitter.change_coord (\"y\", step, increment = True)\n", + "\n", + " if (k == ord ('w')):\n", + " emitter.change_coord (\"y\", -step, increment = True)\n", + "\n", + " if (k == ord ('r')):\n", + " emitter.change_coord (\"z\", 0.1, increment = True)\n", + "\n", + " if (k == ord ('f')):\n", + " emitter.change_coord (\"z\", -0.1, increment = True)\n", + " \n", + " if (to_refresh == True):\n", + " to_refresh = False\n", + " canvas = np.ones ((WIND_Y, WIND_X, 3), np.uint8) * 55\n", + " \n", + " print (\"rendering...\")\n", + " \n", + " before_time = time.time ()\n", + " \n", + " for sphere in spheres:\n", + " sphere.draw (canvas, emitter)\n", + " \n", + " print (\"rendered in \", str (time.time () - before_time) [:6], \"seconds\")\n", + " \n", + " emitter.draw (canvas)\n", + " \n", + " light_info_str = \"light: \" + str (emitter.get_coords ())\n", + " sphere_info_str = \"sphere: \" + str (sphere.get_coords ())\n", + " \n", + " canvas = cv2.putText (canvas, light_info_str, (20, 30),\n", + " cv2.FONT_HERSHEY_SIMPLEX, 1, (100, 25, 130), 1, cv2.LINE_AA)\n", + "\n", + " canvas = cv2.putText (canvas, sphere_info_str, (20, 60),\n", + " cv2.FONT_HERSHEY_SIMPLEX, 1, (100, 25, 130), 1, cv2.LINE_AA)\n", + " \n", + " #cv2.imshow (\"render\", canvas)\n", + " plt.figure(figsize=(20,10))\n", + "\n", + " plt.imshow (canvas)\n", + " plt.show ()\n", + " plt.pause (0.1)\n", + " \n", + " clear_output(wait = True)\n", + "\n", + "cv2.waitKey (0)\n", + "cv2.destroyAllWindows ()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "import cv2\n", + "import numpy as np\n", + "import time\n", + "import math\n", + "\n", + "from IPython.display import display, clear_output\n", + "from matplotlib import pyplot as plt\n", + "#plt.rcParams[\"figure.figsize\"] = (20, 20)\n", + "#%matplotlib inline\n", + "\n", + "WIND_X = 1000\n", + "WIND_Y = 800\n", + "\n", + "class Object:\n", + " def __init__ (self, x_, y_, z_):\n", + " self.x = x_\n", + " self.y = y_\n", + " self.z = z_\n", + " \n", + " def get_coords (self):\n", + " return [self.x, self.y, self.z]\n", + " \n", + " def change_coord (self, coord, val, increment = False):\n", + " if (coord == \"x\"):\n", + " if (increment == True):\n", + " self.x += val \n", + " else:\n", + " self.x = val\n", + "\n", + " if (coord == \"y\"):\n", + " if (increment == True):\n", + " self.y += val \n", + " else:\n", + " self.y = val\n", + "\n", + " if (coord == \"z\"):\n", + " if (increment == True):\n", + " self.z += val \n", + " else:\n", + " self.z = val\n", + "\n", + " def draw (self, canvas):\n", + " pass\n", + "\n", + "class Light_emitter (Object):\n", + " def __init__ (self, x_, y_, z_, color_ = (255, 255, 255)):\n", + " Object.__init__ (self, x_, y_, z_)\n", + " \n", + " self.color = color_\n", + " \n", + " def get_color (self):\n", + " return self.color\n", + " \n", + " def draw (self, canvas):\n", + " canvas.draw_3d_circle ([self.x, self.y, self.z], 10, (250, 250, 250))\n", + " \n", + "class Surface (Object):\n", + " def __init__ (self, x_, y_, z_):\n", + " Object.__init__ (self, x_, y_, z_)\n", + " \n", + " def draw (self, canvas):\n", + " self.render (canvas)\n", + " \n", + " def render (self, canvas):\n", + " pass\n", + " \n", + " def iterate_elements (self):\n", + " pass\n", + " \n", + " def calc_element_lightening (self):\n", + " pass\n", + " \n", + " def _dotproduct (self, v1, v2):\n", + " return sum ((a * b) for a, b in zip (v1, v2))\n", + "\n", + " def _length(self, v):\n", + " return math.sqrt (self._dotproduct (v, v))\n", + "\n", + " def _cos (self, v1, v2):\n", + " return self._dotproduct (v1, v2) / ((self._length (v1) * self._length (v2)) + 0.00001)\n", + " \n", + " def _subtr (self, v1, v2):\n", + " return [a - b for a, b in zip (v1, v2)]\n", + "\n", + " def _add (self, v1, v2):\n", + " return [a + b for a, b in zip (v1, v2)]\n", + " \n", + " def _norm_3_points (self, p1, p2, p3):\n", + " u = self._subtr (p2, p1)\n", + " v = self._subtr (p3, p1)\n", + " \n", + " n = [u [1] * v [2] - u [2] * v [1],\n", + " u [2] * v [0] - u [0] * v [2],\n", + " u [0] * v [1] - u [1] * v [0]]\n", + " \n", + " return n\n", + " \n", + " def _rotate_2d_vec (self, x, y, radians):\n", + " xx = x * math.cos(radians) + y * math.sin(radians)\n", + " yy = -x * math.sin(radians) + y * math.cos(radians)\n", + "\n", + " return xx, yy\n", + "\n", + "class Triangle(Surface):\n", + " def __init__ (self, p1_, p2_, p3_, color_ = (100, 100, 255)):\n", + " Object.__init__ (self, p1_ [0], p1_ [1], p1_ [2])\n", + " \n", + " self.p1 = p1_\n", + " self.p2 = p2_\n", + " self.p3 = p3_\n", + " \n", + " self.color = color_\n", + " \n", + " def draw (self, canvas, emitter, shift = [0, 0, 0]):\n", + " self.render (canvas, emitter, shift)\n", + " \n", + " def render (self, canvas, emitter, shift = [0, 0, 0]):\n", + " n = self._norm_3_points (self.p1, self.p2, self.p3)\n", + " \n", + " tr_color = self.calc_lightening (n, emitter)\n", + " \n", + " canvas.draw_3d_triangle (self._add (self.p1, shift),\n", + " self._add (self.p2, shift),\n", + " self._add (self.p3, shift),\n", + " tr_color)\n", + " \n", + " def calc_lightening (self, n, emitter):\n", + " p_vec = [self.x + n [0], self.y + n [1], self.z + n [2]]\n", + " vec = self._subtr (emitter.get_coords (), p_vec)\n", + " cos = max (self._cos (n, vec), 0)\n", + " \n", + " result = [int (channel * cos) for channel in self.color]\n", + " \n", + " return result\n", + "\n", + "class Triangle_mesh (Surface):\n", + " def __init__ (self, x_, y_, z_):\n", + " Surface.__init__ (self, x_, y_, z_)\n", + " \n", + " self.triangles = []\n", + " def generate_triangulation (self):\n", + " sample_triangle = Triangle ((0.6, 0.7, 1.2), (0.5, 0.7, 1.25), (-0.5, -0.9, 1.3))\n", + " \n", + " self.triangles.append (sample_triangle)\n", + " \n", + " def draw (self, canvas, emitter):\n", + " for tr in sorted (self.triangles, key = lambda tr: tr.p1 [2]):\n", + " tr.draw (canvas, emitter, [self.x, self.y, self.z])\n", + "\n", + " def rotate (self, axis, step, increment = True):\n", + " for tr in self.triangles:\n", + " for p in [tr.p1, tr.p2, tr.p3]:\n", + " p [1], p [2] = self._rotate_2d_vec (p [1], p [2], step)\n", + " \n", + "class Sphere_tri (Triangle_mesh):\n", + " def __init__ (self, x_, y_, z_, r_, color_, stripes_num_):\n", + " Triangle_mesh.__init__ (self, x_, y_, z_)\n", + " \n", + " self.r = r_\n", + " self.color = color_\n", + " \n", + " self.stripes_num = stripes_num_\n", + " self.generate_triangulation ()\n", + " \n", + " def generate_triangulation (self):\n", + " h_step = 2 * self.r / self.stripes_num\n", + " angle_step = 2 * math.pi / self.stripes_num\n", + " \n", + " for i in range (self.stripes_num):\n", + " for j in range (self.stripes_num):\n", + " stripe_rad_curr = math.sqrt (self.r**2 - \\\n", + " (- self.r + i * h_step)**2)\n", + " \n", + " stripe_rad_next = math.sqrt (self.r**2 - \\\n", + " (- self.r + (i + 1) * h_step)**2)\n", + " \n", + " p1 = [stripe_rad_curr * math.sin (j * angle_step),\n", + " stripe_rad_curr * math.cos (j * angle_step),\n", + " - self.r + i * h_step]\n", + " \n", + " p2 = [stripe_rad_curr * math.sin ((j + 1) * angle_step),\n", + " stripe_rad_curr * math.cos ((j + 1) * angle_step),\n", + " - self.r + i * h_step]\n", + " \n", + " p3 = [stripe_rad_next * math.sin (j * angle_step),\n", + " stripe_rad_next * math.cos (j * angle_step),\n", + " - self.r + (i + 1) * h_step]\n", + " \n", + " p4 = [stripe_rad_next * math.sin ((j + 1) * angle_step),\n", + " stripe_rad_next * math.cos ((j + 1) * angle_step),\n", + " - self.r + (i + 1) * h_step]\n", + " \n", + " p5 = list (p2)\n", + " p6 = list (p3)\n", + " \n", + " new_triangle_1 = Triangle (p1, p3, p2,\\\n", + " color_ = self.color)\n", + " new_triangle_2 = Triangle (p4, p5, p6, \\\n", + " color_ = self.color)\n", + "\n", + " if (i > 0):\n", + " self.triangles.append (new_triangle_1)\n", + " \n", + " if (i < self.stripes_num - 1):\n", + " self.triangles.append (new_triangle_2)\n", + "\n", + "class Canvas:\n", + " def __init__ (self, xsz_, ysz_, zsz_, centerx_, centery_):\n", + " self.xsz = xsz_\n", + " self.ysz = ysz_\n", + " self.zsz = zsz_\n", + " self.centerx = centerx_\n", + " self.centery = centery_\n", + " \n", + " self.canvas = np.ones ((WIND_Y, WIND_X, 3), np.uint8) * 55\n", + " \n", + " def get_canvas (self):\n", + " return self.canvas\n", + " \n", + " def refresh (self):\n", + " self.canvas = np.ones ((WIND_Y, WIND_X, 3), np.uint8) * 55\n", + " \n", + " def _transform_point (self, p):\n", + " x = int ((p [0] / p [2] * 2 + self.centerx) * WIND_X / self.xsz)\n", + " y = int ((p [1] / p [2] * 2 + self.centery) * WIND_Y / self.ysz)\n", + " \n", + " return x, y\n", + " \n", + " def draw_3d_line (self, p1, p2, color, thickness = 1):\n", + " x1, y1 = self._transform_point (p1)\n", + " x2, y2 = self._transform_point (p2)\n", + " \n", + " cv2.line (self.canvas, (x1, y1), (x2, y2), color, thickness)\n", + " \n", + " def draw_3d_triangle (self, p1, p2, p3, color):\n", + " x1, y1 = self._transform_point (p1)\n", + " x2, y2 = self._transform_point (p2)\n", + " x3, y3 = self._transform_point (p3)\n", + " \n", + " contour = np.array ([(x1, y1), (x2, y2), (x3, y3)])\n", + " \n", + " cv2.drawContours (self.canvas, [contour], 0, color, -1)\n", + " \n", + " def draw_3d_circle (self, p, r, color):\n", + " x, y = self._transform_point (p)\n", + " \n", + " cv2.circle (self.canvas, (x, y), int (r / p [2]), color)\n", + " \n", + " def put_text (self, text, x, y, color = (100, 25, 130)):\n", + " cv2.putText (self.canvas, text, (x, y),\n", + " cv2.FONT_HERSHEY_SIMPLEX, 1, color, 1, cv2.LINE_AA)\n", + "\n", + "emitter = Light_emitter (0.6, 0, 1.5)\n", + "\n", + "canvas = Canvas (2, 1.6, 2, 1, 0.8)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 23\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 24\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mobj\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mobjects\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 25\u001b[0;31m \u001b[0mobj\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0memitter\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 26\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 27\u001b[0m \u001b[0memitter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m\u001b[0m in \u001b[0;36mdraw\u001b[0;34m(self, canvas, emitter)\u001b[0m\n\u001b[1;32m 146\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mdraw\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcanvas\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0memitter\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 147\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mtr\u001b[0m \u001b[0;32min\u001b[0m \u001b[0msorted\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtriangles\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkey\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mlambda\u001b[0m \u001b[0mtr\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mtr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mp1\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 148\u001b[0;31m \u001b[0mtr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0memitter\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mz\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 149\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 150\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mrotate\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mstep\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mincrement\u001b[0m \u001b[0;34m=\u001b[0m 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"\u001b[0;32m\u001b[0m in \u001b[0;36mdraw_3d_triangle\u001b[0;34m(self, p1, p2, p3, color)\u001b[0m\n\u001b[1;32m 240\u001b[0m \u001b[0mcontour\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0marray\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mx2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my2\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mx3\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my3\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 241\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 242\u001b[0;31m \u001b[0mcv2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdrawContours\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mcontour\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 243\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 244\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mdraw_3d_circle\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mp\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mr\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mKeyboardInterrupt\u001b[0m: " + ] + } + ], + "source": [ + "objects = [Sphere_tri (-0.4, 0.25, 2.6, 0.54, (100, 200, 70), 8),\n", + " Sphere_tri (0.3, 0.1, 2.9, 0.5, (200, 20, 170), 8),\n", + " Sphere_tri (-0.44, -0.33, 2.3, 0.5, (10, 130, 120), 8)]\n", + "\n", + "to_refresh = True\n", + "\n", + "light_step = 0.2\n", + "rot_step = 0.1\n", + "\n", + "while (True):\n", + " k = cv2.waitKey (50) & 0xFF\n", + " \n", + " for obj in objects:\n", + " obj.rotate (\"z\", rot_step, increment = True)\n", + "\n", + " to_refresh = True\n", + " \n", + " if (to_refresh == True):\n", + " to_refresh = False\n", + " canvas.refresh ()\n", + " \n", + " before_time = time.time ()\n", + " \n", + " for obj in objects:\n", + " obj.draw (canvas, emitter)\n", + " \n", + " emitter.draw (canvas)\n", + "\n", + " plt.figure(figsize=(20,10))\n", + "\n", + " plt.imshow (canvas.get_canvas ())\n", + " plt.show ()\n", + " plt.pause (0.1)\n", + " \n", + " clear_output(wait = True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Point mesh rendering" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 38\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 39\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mobj\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mobjects\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 40\u001b[0;31m \u001b[0mobj\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0memitter\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 41\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 42\u001b[0m \u001b[0memitter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m\u001b[0m in \u001b[0;36mdraw\u001b[0;34m(self, canvas, emitter)\u001b[0m\n\u001b[1;32m 146\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mdraw\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcanvas\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0memitter\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 147\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mtr\u001b[0m \u001b[0;32min\u001b[0m \u001b[0msorted\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtriangles\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkey\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mlambda\u001b[0m \u001b[0mtr\u001b[0m\u001b[0;34m:\u001b[0m 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[p[0] + s, p[1], p[2]]\n", + " p2 = [p[0], p[1] + s, p[2]]\n", + "\n", + " new_triangle = Triangle (p, p1, p2, color_ = (100, 200, 150))\n", + "\n", + " self.triangles.append (new_triangle)\n", + "\n", + "#Здесь используются те точки, которые были получены в конце клетки Point cloud generation\n", + "objects = [Point_mesh (0, 0.0, 0.6, (100, 200, 70), output_points)]\n", + "\n", + "rot_step = 0.1\n", + "\n", + "while (True):\n", + " k = cv2.waitKey (50) & 0xFF\n", + " \n", + " for obj in objects:\n", + " obj.rotate (\"y\", rot_step, increment = True)\n", + "\n", + " to_refresh = True\n", + " \n", + " if (to_refresh == True):\n", + " to_refresh = False\n", + " canvas.refresh ()\n", + " \n", + " before_time = time.time ()\n", + " \n", + " for obj in objects:\n", + " obj.draw (canvas, emitter)\n", + " \n", + " emitter.draw (canvas)\n", + "\n", + " plt.figure(figsize=(20,10))\n", + "\n", + " plt.imshow (canvas.get_canvas ())\n", + " plt.show ()\n", + " plt.pause (0.01)\n", + " \n", + " clear_output(wait = True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.3" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/github_hw1.ipynb b/notebooks/github_hw1.ipynb index 15ee549..6bce821 100644 --- a/notebooks/github_hw1.ipynb +++ b/notebooks/github_hw1.ipynb @@ -1,61 +1,358 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Домашнее задание\n", - "Домашнее задание выполнять в этой тетрадке. \n", - "\n", - "- [ ] Сделать fork репозитория cvr_cource (https://github.com/StarkitRobots/cvr_course) - 1 балл\n", - "- [ ] Создать ветку update_readme - 1 балл\n", - "- [ ] Добавить одну строчку в README.md \n", - "- [ ] Запушить (git push) изменения в ветку update_readme - 3 балла\n", - "- [ ] Слить (merge) ветку update_readme в ветку develop - 1 балл\n", - "- [ ] Сохранить эту тетрадку с выполненной домашкой себе в репозиторий в ветку develop - 3 балла\n", - "- [ ] Слить (merge) ветку develop в ветку main - 1 балл" - ] + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.9" + }, + "colab": { + "name": "github_hw1.ipynb", + "provenance": [] + } }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Материалы к семинару:\n", - "1. [Удачная модель ветвления](https://m.habr.com/ru/post/106912/)\n", - "2. [Зачем нужен Git](https://guides.hexlet.io/git-guide/)\n", - "3. [Самые популярные ошибки и их решения](https://tproger.ru/translations/most-common-git-screwupsquestions-and-solutions/)\n", - "4. [Ветвление](https://git-scm.com/book/ru/v2/%D0%92%D0%B5%D1%82%D0%B2%D0%BB%D0%B5%D0%BD%D0%B8%D0%B5-%D0%B2-Git-%D0%9E-%D0%B2%D0%B5%D1%82%D0%B2%D0%BB%D0%B5%D0%BD%D0%B8%D0%B8-%D0%B2-%D0%B4%D0%B2%D1%83%D1%85-%D1%81%D0%BB%D0%BE%D0%B2%D0%B0%D1%85)\n", - "5. [Инструкция по всему Git](https://git-scm.com/book/ru/v2)\n", - "6. [Приложение для обучения Git](https://learngitbranching.js.org/?locale=ru_RU), спасибо Анне Касаткиной за ссылку на отличный материал" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.6.9" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "9xXOEtpEGLSh" + }, + "source": [ + "# Домашнее задание\n", + "Домашнее задание выполнять в этой тетрадке. \n", + "\n", + "- [X] Сделать fork репозитория cvr_cource (https://github.com/StarkitRobots/cvr_course) - 1 балл\n", + "- [X] Создать ветку update_readme - 1 балл\n", + "- [X] Добавить одну строчку в README.md \n", + "- [X] Запушить (git push) изменения в ветку update_readme - 3 балла\n", + "- [X] Слить (merge) ветку update_readme в ветку develop - 1 балл\n", + "- [ ] Сохранить эту тетрадку с выполненной домашкой себе в репозиторий в ветку develop - 3 балла\n", + "- [ ] Слить (merge) ветку develop в ветку main - 1 балл" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5dvG9furGLSk" + }, + "source": [ + "Материалы к семинару:\n", + "1. [Удачная модель ветвления](https://m.habr.com/ru/post/106912/)\n", + "2. [Зачем нужен Git](https://guides.hexlet.io/git-guide/)\n", + "3. [Самые популярные ошибки и их решения](https://tproger.ru/translations/most-common-git-screwupsquestions-and-solutions/)\n", + "4. [Ветвление](https://git-scm.com/book/ru/v2/%D0%92%D0%B5%D1%82%D0%B2%D0%BB%D0%B5%D0%BD%D0%B8%D0%B5-%D0%B2-Git-%D0%9E-%D0%B2%D0%B5%D1%82%D0%B2%D0%BB%D0%B5%D0%BD%D0%B8%D0%B8-%D0%B2-%D0%B4%D0%B2%D1%83%D1%85-%D1%81%D0%BB%D0%BE%D0%B2%D0%B0%D1%85)\n", + "5. [Инструкция по всему Git](https://git-scm.com/book/ru/v2)\n", + "6. [Приложение для обучения Git](https://learngitbranching.js.org/?locale=ru_RU), спасибо Анне Касаткиной за ссылку на отличный материал" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "3PLJyR1fGLSl", + "outputId": "b7ad2675-b4c0-40d9-b9a3-52f3fe2ba32b", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!git clone https://github.com/nzelenyy/cvr_course.git" + ], + "execution_count": 10, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Cloning into 'cvr_course'...\n", + "remote: Enumerating objects: 12, done.\u001b[K\n", + "remote: Counting objects: 100% (12/12), done.\u001b[K\n", + "remote: Compressing objects: 100% (12/12), done.\u001b[K\n", + "remote: Total 502 (delta 6), reused 0 (delta 0), pack-reused 490\u001b[K\n", + "Receiving objects: 100% (502/502), 60.34 MiB | 28.66 MiB/s, done.\n", + "Resolving deltas: 100% (113/113), done.\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "jerEcB0tGqa2", + "outputId": "0b2dbf04-e226-46a2-cb41-c6711badfb87", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "cd cvr_course" + ], + "execution_count": 11, + "outputs": [ + { + "output_type": "stream", + "text": [ + "/content/cvr_course/cvr_course\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "1D45VBxGHQXv" + }, + "source": [ + "!git branch update_readme" + ], + "execution_count": 12, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "id": "kThEcJe9HYSB", + "outputId": "ca1dfb11-c148-4d50-c19c-f087bce67085", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!git checkout update_readme" + ], + "execution_count": 13, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Switched to branch 'update_readme'\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "8ldUtdDQGtx3", + "outputId": "afdae269-c61b-42cb-ac5c-04889b509f8b", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!cat README.md" + ], + "execution_count": 14, + "outputs": [ + { + "output_type": "stream", + "text": [ + "# Computer Vision in Robotics\n", + "\n", + "\n", + "\n", + "\n", + "Visit our site to check content.\n", + "Course is online and will be carried out on our *[YouTube chanel](https://www.youtube.com/channel/UC0QPJgfg17wCqf4-hG_A5OA)*.\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "MB_InE2IGxK-" + }, + "source": [ + "!echo \"Добавил одну строчку\" >> README.md" + ], + "execution_count": 15, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "id": "ANkFXsOMG5N2", + "outputId": "3abed370-cad5-402e-f356-7a4d3418af7b", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!cat README.md" + ], + "execution_count": 16, + "outputs": [ + { + "output_type": "stream", + "text": [ + "# Computer Vision in Robotics\n", + "\n", + "\n", + "\n", + "\n", + "Visit our site to check content.\n", + "Course is online and will be carried out on our *[YouTube chanel](https://www.youtube.com/channel/UC0QPJgfg17wCqf4-hG_A5OA)*.\n", + "Добавил одну строчку\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "1yM0gSUkHubs" + }, + "source": [ + "!git config --global user.email \"nzeleny@yandex.ru\"\n", + "!git config --global user.name \"Nikolay Zelenyy\"" + ], + "execution_count": 18, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "id": "SiCE3yq3HBtV", + "outputId": "40cc659e-78fd-472b-b5e9-dd7264214d48", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!git add README.md\n", + "!git commit -m \"Update README.md\"" + ], + "execution_count": 19, + "outputs": [ + { + "output_type": "stream", + "text": [ + "[update_readme 6ae0690] Update README.md\n", + " 1 file changed, 1 insertion(+)\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "A0L18m8tIJyC", + "outputId": "af7cdf6d-374b-4dc7-d6f5-07469b30be42", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!git remote add origin-psk https://nzelenyy:{password}@github.com/nzelenyy/cvr_course.git" + ], + "execution_count": 24, + "outputs": [ + { + "output_type": "stream", + "text": [ + "fatal: remote origin-psk already exists.\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "OkY1OlsjIzYr", + "outputId": "3b0f7fdc-d108-41d6-ec0a-9cd7db71d359", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!git push origin-psk update_readme" + ], + "execution_count": 21, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Counting objects: 3, done.\n", + "Delta compression using up to 2 threads.\n", + "Compressing objects: 33% (1/3) \rCompressing objects: 66% (2/3) \rCompressing objects: 100% (3/3) \rCompressing objects: 100% (3/3), done.\n", + "Writing objects: 33% (1/3) \rWriting objects: 66% (2/3) \rWriting objects: 100% (3/3) \rWriting objects: 100% (3/3), 339 bytes | 339.00 KiB/s, done.\n", + "Total 3 (delta 2), reused 0 (delta 0)\n", + "remote: Resolving deltas: 100% (2/2), completed with 2 local objects.\u001b[K\n", + "To https://github.com/nzelenyy/cvr_course.git\n", + " 23f57ce..6ae0690 update_readme -> update_readme\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "p8IcoMtoJjBu", + "outputId": "bfb2644d-2000-462a-894d-9a0f002d80e6", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!git checkout develop" + ], + "execution_count": 22, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Branch 'develop' set up to track remote branch 'develop' from 'origin'.\n", + "Switched to a new branch 'develop'\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "L7lN-hX7Kyu2", + "outputId": "64acd405-edce-45ef-cc9b-b348e910d649", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "source": [ + "!git pull origin-psk develop" + ], + "execution_count": 23, + "outputs": [ + { + "output_type": "stream", + "text": [ + "From https://github.com/nzelenyy/cvr_course\n", + " * branch develop -> FETCH_HEAD\n", + " * [new branch] develop -> origin-psk/develop\n", + "Already up to date.\n" + ], + "name": "stdout" + } + ] + } + ] +} \ No newline at end of file diff --git a/notebooks/nn_sem5_pt1.ipynb b/notebooks/nn_sem5_pt1.ipynb new file mode 100644 index 0000000..d0a9eb6 --- /dev/null +++ b/notebooks/nn_sem5_pt1.ipynb @@ -0,0 +1,1273 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "#!python3 -m pip install torch\n", + "#!python3 -m pip install matplotlib\n", + "#!python3 -m pip install numpy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Neural Network basics" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "import torch\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Some work with tensors" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Creating a tensor" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "tensor([[ 1., -1.],\n", + " [ 1., -1.]])" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "torch.tensor([[1., -1.], [1., -1.]])" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "tensor([[0., 0., 0., 0.],\n", + " [0., 0., 0., 0.]])" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "torch.zeros([2,4])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Specifying device and type" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "tensor([[1., 1., 1., 1.],\n", + " [1., 1., 1., 1.]], dtype=torch.float64)" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#device = torch.device('cuda:0')\n", + "\n", + "device = torch.device('cuda:0' if torch.cuda.is_available() else 'cpu')\n", + "\n", + "torch.ones([2, 4], dtype=torch.float64, device=device)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Operations with tensors" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "x = torch.tensor([[1., 2.], [3., 4.]])\n", + "y = torch.tensor([[1., -1.], [-1., 1.]])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sum of elements in x:\n", + " tensor(10.)\n" + ] + } + ], + "source": [ + "print('Sum of elements in x:\\n', x.sum())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Item()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sum of elements in y:\n", + " 0.0\n" + ] + } + ], + "source": [ + "print('Sum of elements in y:\\n', y.sum().item())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## torch.add()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Adding one tensor to another:\n", + " tensor([[2., 1.],\n", + " [2., 5.]])\n" + ] + } + ], + "source": [ + "print('Adding one tensor to another:\\n', torch.add(x,y))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## torch.mul()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Multiplying one tensor with the other one:\n", + " tensor([[ 1., -2.],\n", + " [-3., 4.]])\n" + ] + } + ], + "source": [ + "print('Multiplying one tensor with the other one:\\n', torch.mul(x,y))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## t() (transpose) and torch.matmul()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "weights tensor([0.4495, 0.2359, 0.5454])\n", + "input tensor([ 1., -1., 1.])\n" + ] + }, + { + "data": { + "text/plain": [ + "tensor(0.7591)" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "input_shape = 3\n", + "weights = torch.rand([input_shape])\n", + "#weights = torch.tensor([1., -1., 1.])\n", + "print('weights', weights)\n", + "\n", + "inp = torch.tensor([1., -1., 1.]).t()\n", + "print('input', inp)\n", + "\n", + "torch.matmul(weights, inp)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# torch.cat()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "tensor([0.4495, 0.2359, 0.5454, 0.5000])" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "torch.cat((weights, torch.tensor([0.5])), 0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Neuron model" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Threshold_function\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\\begin{equation}\n", + " \\begin{matrix}\n", + " f(x) & =\n", + " & \\left\\{\n", + " \\begin{matrix}\n", + " 1 & \\mbox{if } x \\geq threshold \\\\\n", + " 0 & \\mbox{if } x \\lt threshold\n", + " \\end{matrix} \\right.\n", + " \\end{matrix}\n", + " \\end{equation}$$" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "def threshold_function(x, threshold=0):\n", + " return 0 if x < threshold else 1" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "inp = [x*0.01 - 0.5 for x in range(100)]\n", + "plt.plot(inp, [threshold_function(x, threshold=0) for x in inp])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Neuron model" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "class Neuron(object):\n", + " def __init__(self, input_shape=None, weights: torch.Tensor=None, activation_function=None, debug=False):\n", + " \n", + " assert input_shape is not None or weights is not None\n", + " if weights is not None:\n", + " self.weights = weights\n", + " else:\n", + " self.weights = torch.rand([input_shape, 1])\n", + " \n", + " self.activation_function = activation_function\n", + " self.debug = debug\n", + " \n", + " def agregate_signal(self, input_tensor):\n", + " if self.debug:\n", + " print('Input_tensor:\\n', input_tensor)\n", + " print(f'Multiplying:{self.weights} * {input_tensor}')\n", + " m = torch.mul(self.weights, input_tensor)\n", + " if self.debug:\n", + " print(f'Result:\\n{m}')\n", + " s = m.sum()\n", + " if self.debug:\n", + " print(f'Sum:\\n{s}')\n", + " output = s.item()\n", + " if self.debug:\n", + " print('Output without activation:\\n', output)\n", + " return output\n", + " \n", + " def activation(self, input_value):\n", + " if self.activation_function is not None:\n", + " output = self.activation_function(input_value)\n", + " else:\n", + " output = input_value\n", + " if self.debug:\n", + " print('Output after activation:\\n', output)\n", + " return output\n", + "\n", + " def forward(self, input_tensor):\n", + " output = self.agregate_signal(input_tensor)\n", + " output = self.activation(output)\n", + " return output" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Linearly separable classes" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "N = 10\n", + "\n", + "C0_x0 = np.random.random(N)\n", + "C0_x1 = (C0_x0 + [np.random.randint(10)/10 for i in range(N)] + 0.1)\n", + "C0 = np.array([(C0_x0[i], C0_x1[i]) for i in range(len(C0_x0))])\n", + "\n", + "C1_x0 = np.random.random(N)\n", + "C1_x1 = (C1_x0 - [np.random.randint(10)/10 for i in range(N)] - 0.1)\n", + "C1 = np.array([(C1_x0[i], C1_x1[i]) for i in range(len(C1_x0))])\n", + "\n", + "# plotting\n", + "plt.scatter(C0_x0, C0_x1, s=10, c='red')\n", + "plt.scatter(C1_x0, C1_x1, s=10, c='blue')\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-1.1,2.1])\n", + "plt.grid(True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Classification" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\\begin{equation}\n", + " \\begin{matrix}\n", + " \\left\\{\n", + " \\begin{matrix}\n", + " w_0 x_0 + w_1 x_1 \\geq 0 & \\mbox{C0 (red)} \\\\\n", + " w_0 x_0 + w_1 x_1 \\lt 0 & \\mbox{C1 (blue)}\n", + " \\end{matrix} \\right.\n", + " \\end{matrix}\n", + " \\end{equation}$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$w_0 x_0 + w_1 x_1 = 0$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$x_1 = - w_0 / w_1 * x_0$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$ k = - w_0 / w_1$$" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "w0 = -1\n", + "w1 = 1\n", + "\n", + "wf_x0 = [-1, 0 , 1, 2]\n", + "wf_x1 = [x0*(-w0/w1) for x0 in wf_x0]\n", + "\n", + "# plotting\n", + "plt.plot(wf_x0, wf_x1)\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-1.1,2.1])\n", + "plt.scatter(C0_x0, C0_x1, s=10, c='red')\n", + "plt.scatter(C1_x0, C1_x1, s=10, c='blue')" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Input_tensor:\n", + " tensor([0, 1])\n", + "Multiplying:tensor([-1, 1]) * tensor([0, 1])\n", + "Result:\n", + "tensor([0, 1])\n", + "Sum:\n", + "1\n", + "Output without activation:\n", + " 1\n", + "Output after activation:\n", + " 1\n", + "Class C0 (Red)\n" + ] + }, + { + "data": { + "text/plain": [ + "(-1.1, 2.1)" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "weights = torch.tensor([w0, w1])\n", + "nn = Neuron(weights=weights, activation_function=threshold_function, debug=True)\n", + "\n", + "x = [0, 1]\n", + "\n", + "out = nn.forward(torch.tensor(x))\n", + "\n", + "# plotting\n", + "if out >= 0.5:\n", + " print(\"Class C0 (Red)\")\n", + " plt.scatter(x[0], x[1], s=10, c='red')\n", + "\n", + "else:\n", + " print(\"Class C1 (Blue)\")\n", + " plt.scatter(x[0], x[1], s=10, c='blue')\n", + "\n", + "plt.plot(wf_x0, wf_x1)\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-1.1,2.1])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Bias" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "N = 10\n", + "b = 2\n", + "\n", + "C0_x0 = np.random.random(N)\n", + "C0_x1 = (C0_x0 + [np.random.randint(10)/10 for i in range(N)] + 0.1 + b)\n", + "C0 = np.array([(C0_x0[i], C0_x1[i]) for i in range(len(C0_x0))])\n", + "\n", + "C1_x0 = np.random.random(N)\n", + "C1_x1 = (C1_x0 - [np.random.randint(10)/10 for i in range(N)] - 0.1 + b)\n", + "C1 = np.array([(C1_x0[i], C1_x1[i]) for i in range(len(C1_x0))])\n", + "\n", + "# plotting\n", + "plt.scatter(C0_x0, C0_x1, s=10, c='red')\n", + "plt.scatter(C1_x0, C1_x1, s=10, c='blue')\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-1.1+b,2.1+b])\n", + "plt.grid(True)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "w0 = -1\n", + "w1 = 1\n", + "\n", + "wf_x0 = [-1, 0 , 1, 2]\n", + "wf_x1 = [x0*(-w0/w1) for x0 in wf_x0]\n", + "\n", + "# plotting\n", + "plt.plot(wf_x0, wf_x1)\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-1.1,2.1+b])\n", + "plt.scatter(C0_x0, C0_x1, s=10, c='red')\n", + "plt.scatter(C1_x0, C1_x1, s=10, c='blue')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$\\begin{equation}\n", + " \\begin{matrix}\n", + " \\left\\{\n", + " \\begin{matrix}\n", + " w_0 x_0 + w_1 x_1 + bias \\geq 0 & \\mbox{C0 (red)} \\\\\n", + " w_0 x_0 + w_1 x_1 + bias \\lt 0 & \\mbox{C1 (blue)}\n", + " \\end{matrix} \\right.\n", + " \\end{matrix}\n", + " \\end{equation}$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$w_0 x_0 + w_1 x_1 + bias = 0$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$x_1 = - w_0 / w_1 * x_0 - bias/w_1 $$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "$$ k = - w_0 / w_1, b = - bias / w_1$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "class BiasNeuron(Neuron):\n", + " def __init__(self, input_shape=None, weights: torch.Tensor=None, bias=None, activation_function=None,\n", + " debug=False):\n", + " super().__init__(input_shape, weights, activation_function, debug)\n", + " \n", + " if bias is not None:\n", + " self.bias = bias\n", + " \n", + "\n", + " def forward(self, input_tensor):\n", + " output = self.agregate_signal(input_tensor)\n", + " \n", + " output = output + self.bias\n", + " \n", + " output = self.activation(output)\n", + " return output" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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tM+Zbd7VntHpFaxylIFChX8401D9EWBrimLVikv5e0jPu/he1fM+rr5/Rb37pycp0vterZoWsaG1RV26NrtiY1Xt2bKrMt87nMtrArBCkEC/Wol5xnJG/S9KHJP3QzJ4sf+733f2B+b7hldfG9MTwceVzGb3/+q2VK/Bd3pHVlktWq7WFsEbz4MVa1CuOWSvflrSg5H3LlvV69JO31HtoIBW49yTq1ZA5dpxwA9O49yTqxWRpYAkI/cVaNBZLFAEgcAQ5AASOIAeAwBHkABA4ghwAAkeQA0DgCHIACBxBDgCBI8gBIHAEOQAEjiAHgMAR5AAQOIIcAAJHkDeh/n7p3nujfwGEjyBvMlO3Fdu3L/qXMAfCR5A3mbluKwYgbAR5k9m1K7qdmMRtxYC04A5BTYbbigHpQ5A3IW4rBqQLrRUACBxBDgCBI8gBIHAEOQAEjiAHgMAR5DFi6TuARiDIY8LSdwCNQpDHhKXvABqFII8JS98BNAorO2PC0ncAjUKQx4il7wAagdYKAAQuliA3s8+a2atm9lQc+wMA1C6uM/LPS9od074AAAsQS5C7+yOSjsexLwDAwpi7x7Mjsy5JX3P3a+b5+l5JeyWps7NzZ19fXyzHrUWxWFQ2m03seElLc31prk2ivtAlXV9vb+8Bd++e/fnEZq24+32S7pOk7u5u7+npSerQGhgYUJLHS1qa60tzbRL1hW6p1MesFQAIHEEOAIGLa/rh/ZIek3SVmb1kZvfEsV8AwMXF0iN397vj2A8AYOForQBA4AhyAAgcQQ4AgSPIASBwBDkABI4gB4DAEeQAEDiCHAACR5ADQOAIcgAIHEEOAIEjyAEgcAQ5AASOIAeAwBHkABA4ghwAAkeQA0DgCHIACBxBDgCBI8gBIHAEOQAEjiAHgMAR5AAQOIIcAAJHkANA4AhyAAgcQQ4AgSPIASBwBDkABI4gB4DAEeQAEDiCHAACR5ADQOBiCXIz221mPzazZ83sk3HsEwBQm7qD3MxaJe2T9F5JOyTdbWY76t0vAKA2cZyRv13Ss+4+5O7jkvok3RHDfgEANTB3r28HZndK2u3uv1b++EOSbnT3e2dtt1fSXknq7Ozc2dfXV9dxF6JYLCqbzSZ2vKSlub401yZRX+iSrq+3t/eAu3fP/vyypAbg7vdJuk+Suru7vaenJ6lDa2BgQEkeL2lpri/NtUnUF7qlUl8crZVDkrZXfbyt/DkAQALiCPLvSnqTmeXNbIWkuyT1x7BfAEAN6m6tuPtZM7tX0jcltUr6rLs/XffIAAA1iaVH7u4PSHogjn0BABaGlZ0AEDiCHAACR5ADQOAIcgAIHEEOAIEjyAEgcAQ5AASOIAeAwBHkABA4ghwAAkeQA0DgCHIACBxBDgCBI8gBIHAEOQAEjiAHgMAR5AAQOIIcAAJHkANA4AhyAAgcQQ4AgSPIASBwBDkABI4gB4DAEeQAEDiCHAACR5ADQOAIcgAIHEEOAIEjyAEgcAQ5AASOIAeAwNUV5Gb2C2b2tJlNmll3XIMCANSu3jPypyT9vKRHYhgLAOANWFbPN7v7M5JkZvGMBgCwYPTIASBw5u4X3sDsW5I2zfGlT7n7f5S3GZD0CXcfvMB+9kraK0mdnZ07+/r63uiYF6xYLCqbzSZ2vKSlub401yZRX+iSrq+3t/eAu5//eqS71/0maUBSd63b79y505O0f//+RI+XtDTXl+ba3KkvdEnXJ2nQ58hUWisAELh6px++38xekvROSV83s2/GMywAQK0u2iNflIOaHZX0fIKHzEkaSfB4SUtzfWmuTaK+0CVd32Xu3jH7kw0J8qSZ2aDP9QJBSqS5vjTXJlFf6JZKffTIASBwBDkABK5Zgvy+Rg9gkaW5vjTXJlFf6JZEfU3RIweANGuWM3IASC2CHAACl6ogN7PdZvZjM3vWzD45x9dXmtmXyl//jpl1NWCYb0gNtf2Wmf3IzH5gZv9lZpc1Ypxv1MXqq9ruA2bmoV3/vpb6zOwXyz/Dp83sn5MeYz1q+P281Mz2m9n3y7+jtzVinG+EmX3WzF41s6fm+bqZ2V+Xa/+Bmd2Q9BhjudbKUniT1CrpOUkFSSsk/Y+kHbO2+Zikvym/f5ekLzV63DHW1itpTfn9j4ZSW631lbdbq+ja949rAdf2afRbjT+/N0n6vqS28scbGz3umOu7T9JHy+/vkHSw0eNeQH3vlnSDpKfm+fptkr4hySS9Q9J3kh5jms7I3y7pWXcfcvdxSX2S7pi1zR2SvlB+/yuSbrUwLqZ+0drcfb+7j5Y/fFzStoTHWI9afnaS9CeSPiNpLMnBxaCW+n5d0j53PyFJ7v5qwmOsRy31uaR15ffXS3o5wfHVxd0fkXT8ApvcIemLHnlc0iVmtjmZ0UXSFORbJb1Y9fFL5c/NuY27n5V0SlJ7IqOrTy21VbtH0RlCKC5aX/np6nZ3/3qSA4tJLT+/KyVdaWaPmtnjZrY7sdHVr5b6/kjSB8vXZnpA0seTGVoiFvr4jF1ddwjC0mNmH5TULenmRo8lLmbWIukvJP1qg4eymJYpaq/0KHo29YiZXevuJxs5qBjdLenz7v7nZvZOSf9gZte4+2SjB5YGaTojPyRpe9XH28qfm3MbM1um6CnesURGV59aapOZ/YykT0na4+5nEhpbHC5W31pJ10gaMLODivqQ/QG94FnLz+8lSf3uPuHuw5J+oijYQ1BLffdI+rIkuftjklYpuuBUGtT0+FxMaQry70p6k5nlzWyFohcz+2dt0y/pV8rv3ynpIS+/WrHEXbQ2M7te0t8qCvGQ+qvSRepz91PunnP3LnfvUvQawB6/wB2plphafjf/XdHZuMwsp6jVMpTgGOtRS30vSLpVkszsakVBfjTRUS6efkm/XJ698g5Jp9z9cKIjaPQrwjG/unybojOZ5xTdik6S/ljRg16Kfnn+RdKzkp6QVGj0mGOs7VuSXpH0ZPmtv9FjjrO+WdsOKKBZKzX+/ExR++hHkn4o6a5Gjznm+nZIelTRjJYnJe1q9JgXUNv9kg5LmlD0zOkeSR+R9JGqn92+cu0/bMTvJkv0ASBwaWqtAEBTIsgBIHAEOQAEjiAHgMAR5AAQOIIcAAJHkANA4P4f2pX0Qj0Q+7QAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "w0 = -0.5\n", + "w1 = 0.5\n", + "b = 2.\n", + "\n", + "bias = -b * w1\n", + "\n", + "wf_x0 = [-1, 0 , 1, 2]\n", + "wf_x1 = [x0*(-w0/w1) + b for x0 in wf_x0]\n", + "\n", + "# plotting\n", + "plt.plot(wf_x0, wf_x1)\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-1.1,2.1+b])\n", + "plt.scatter(C0_x0, C0_x1, s=10, c='red')\n", + "plt.scatter(C1_x0, C1_x1, s=10, c='blue')" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Input_tensor:\n", + " tensor([0, 1])\n", + "Multiplying:tensor([-0.5000, 0.5000]) * tensor([0, 1])\n", + "Result:\n", + "tensor([-0.0000, 0.5000])\n", + "Sum:\n", + "0.5\n", + "Output without activation:\n", + " 0.5\n", + "Output after activation:\n", + " -0.5\n", + "Class C1(Blue)\n" + ] + }, + { + "data": { + "text/plain": [ + "(-1.1, 4.1)" + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "weights = torch.tensor([w0, w1])\n", + "nn = BiasNeuron(weights=weights, bias=bias, debug=True)\n", + "\n", + "x = [0, 1]\n", + "\n", + "out = nn.forward(torch.tensor(x))\n", + "\n", + "# plotting\n", + "if out >= 0.5:\n", + " print(\"Class C0 (Red)\")\n", + " plt.scatter(x[0], x[1], s=10, c='red')\n", + "\n", + "else:\n", + " print(\"Class C1(Blue)\")\n", + " plt.scatter(x[0], x[1], s=10, c='blue')\n", + "\n", + "plt.plot(wf_x0, wf_x1)\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-1.1,2.1+b])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# XOR" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.1, 1.1)" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "C0 = np.array([(0,1), (1,0)])\n", + "\n", + "C1 = np.array([(0,0), (1,1)])\n", + "\n", + "\n", + "# plotting\n", + "plt.scatter([C0[i][0] for i in range(len(C0))],\n", + " [C0[i][1] for i in range(len(C0))], s=10, c='red')\n", + "plt.scatter([C1[i][0] for i in range(len(C1))],\n", + " [C1[i][1] for i in range(len(C1))], s=10, c='blue')\n", + "#plt.plot(f)\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-0.1,1.1])" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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yNV8+0ppiBaLo994yEj/5gdQ053U0ERERASK8DiAiwa1BxWIkD27NmH9v5tU5W5gVARHl99KlXlmvo4mIiORrWtEXkVyLjghnWKfaTB7UmmLRxkMfLmfQx99zMPW019FERETyLQ36IuIz15QvyjMtY/hDx1pMX7uXjkkpfLXyZ5zTy3lERET8TYO+iPhURJgx+LqaTBnclorFCzB4/Aoe+nA5+4+d8jqaiIhIvqJBX0TyRO2yhfl8YCv+1OVqZm/8hU5JKXyxYpdW90VERPxEg76I5JmI8DAGtr+KqY+2pVqpQiR+spL+7y1j7xGt7ouIiOQ1DfoikudqlIll0kOt+PMNdViw5QAdk+YycdlOre6LiIjkIQ36IuIX4WFG/7bV+WZIAnXKFeHxSau4552l7P71pNfRREREQpIGfRHxq2qlCjHhgRb8tfs1LNt+iM5JKXy05Cet7ouIiPiYBn0R8buwMOOeVlWZPjSBBhWL8tQXa7jrzSXsPHTC62giIiIhQ4O+iHimUomCfNS/Of+4pT6rdh2h84gU3lu4nXPntLovIiKSWxr0RcRTZsadzSszPTGB+Kol+EvyWnqNW8y2A8e9jiYiIhLUNOiLSECoUKwA793XlJd6NmD93qN0GZHCm/O2clar+yIiIldEg76IBAwz4/b4Snw7rB1ta5bib1+vp+drC9m8/5jX0URERIKOBn0RCThxRWJ44+54RtxxLdsOHKfbqPm8Omcz6WfPeR1NREQkaGjQF5GAZGbc3KgCMxIT+F3tMrw4bSO3jl3Ihr1HvY4mIiISFHI06JtZFzPbaGabzeyJixzzezNbZ2Zrzexj38YUkfyqTOEYxvZpzCt3NmLX4ZPcNHo+I7/9kTNa3Q846hUiIoElIrsDzCwcGAN0BHYBS80s2Tm3LssxNYEngdbOucNmViavAotI/mNm3NigPC2rl+QvyWtJ+nYT09bu5aWeDahXoajX8QT1ChGRQJSTFf1mwGbn3FbnXBowAehx3jEPAGOcc4cBnHP7fRtTRARKxkbzyp2Nea1PE345dpqbxyzgXzM2cjr9rNfRJA97xYHU09p9SUTkClh2v3bezHoCXZxz/TMf9wWaO+cGZTnmS2AT0BoIB551zk27wOcaAAwAiIuLazJhwgQflZG91NRUYmNj/XY+fwrV2kK1LlBtPjlPmuPjDWks/DmdCrFGv/rRVC8anrfn9PN169Chw3LnXLzfTpgLvuwVmcf+p19Ela3RpM2jo+hXP5rysXn7o2X6uxmcVFtwUm2+caleke1Ld3IoAqgJtAcqAilmVt8592vWg5xz44BxAPHx8a59+/Y+On325syZgz/P50+hWluo1gWqzVdu7AT/3rCPJz9fzd8Wn2JAwlUMvb4mMZF5M/CH8nXzkxz1CvjvflGjbkN38Ew4zy4+zdDrazKgbXUiwvNm4A/la6zagpNqC06BUltO7pS7gUpZHlfM/FhWu4Bk59wZ59w2MlZsavomoojIxf3u6jhmJLbj9iaVeG3uFrqNmsfynw55HSs/yrNeUaxgJDMT23Hd1f+3+9LGvfrdCiIi2cnJoL8UqGlm1cwsCugFJJ93zJdkrNBgZqWAWsBW38UUEbm4ogUieaFnA96/vxmnz5yj52uLeH7KOk6m6bX7fpSnvaJ04WjG9mnCmDsbs/vwSW4cPY9Rs7T7kojIpWQ76Dvn0oFBwHRgPTDRObfWzJ4zs+6Zh00HDprZOmA28Jhz7mBehRYRuZCEWqWZNrQtdzWvzFvzt9F1ZApLtupW5A/+6hU3NCjHjMQEutQrx/CZm+jxygLW7D7iy1JEREJGjl7k6Jyb6pyr5Zy7yjn398yPPeOcS8583znnhjnn6jrn6jvn/PdTtiIiWRSOieRvN9fn4weac9Y57hi3mL9MXsPx0+leRwt5/uoVJWOjGd27Ea/3bcJ+7b4kInJR+s24IhKSWl1ViulDE7i3VVXeX/wTnUeksGDzAa9jiQ91vqYs3w5LoHvD8oz+92ZuGj2flTt/9TqWiEjA0KAvIiGrYFQEz3a/hokPtiQyPIy73lzCk5+v5tipM15HEx8pVjCK4Xdcy9v3xnPk5BlueXUB//vNBk6d0eq+iIgGfREJeU2rlmDqo215oG01Plm6g05JKczZqN/rF0rO333phlHzWP7TYa9jiYh4SoO+iOQLBaLCeeqGukwa2IpC0RHc+85S/vjpSo6c0Op+qMi6+9KpM+fo+dpC/qbdl0QkH9OgLyL5SuPKxZkyuA0Pt7+KL1bspmPSXL5dt8/rWOJDCbVKMz0xgbuaV+ZN7b4kIvmYBn0RyXdiIsN5vMvVfPlwa0oUiqL/+8sYOmEFh4+neR1NfCQ2OkK7L4lIvqdBX0TyrfoVi5I8qA2PXleTKav20DFpLt+s3uN1LPEh7b4kIvmZBn0RydeiIsIY1rEWkwe1Jq5IDAM/+p5HPvqeA6mnvY4mPqLdl0Qkv9KgLyICXFO+KF8+0po/dqrFjHV76ZSUQvLKn3HOeR1NfOS33ZcGJFTnk6U76JyUwtxNv3gdS0Qkz2jQFxHJFBkexqDf1eTrR9tSqXgBHh2/ggc/WM7+Y6e8jiY+UiAqnP/pVofPBraiYHQE97z9HY99upIjJ7W6LyKhR4O+iMh5asUV5rOBrXiy69XM2fQLHYen8NnyXVrdDyGNsuy+9PmK3XRKmsus9dp9SURCiwZ9EZELiAgP48F2V/HNkLbUKBPLHz5dSdL3p9lz5KTX0cRHsu6+VLxgFP3eW8brK09p9yURCRka9EVELuGq0rFMfLAlT99Ylw0Hz9JpeAqfLN2h1f0QknX3pe/2nqVjUgrT1mj3JREJfhr0RUSyER5m9GtTjedbF6BO+SL86bPV3P32d+w6fMLraOIjv+2+9EzLGOKKRPPQh9/zyMffc1C7L4lIENOgLyKSQ3GFwpjwQAue73ENy386TOekFD5Y/BPnzml1P1RUKRL+n92XZq7dR8ekFL7S7ksiEqQ06IuIXIawMKNvy6pMH5pAo8rFefrLNdz15hJ2HNTqfqj4bfelKY+2oVLxAgwev4KHPtTuSyISfDToi4hcgUolCvJBv2b889b6rN59hM4jUnhnwTat7oeQrLsvzd6YsfvS599r9yURCR4a9EVErpCZ0btZZWYkJtCsWgn++tU67hi3iK2/pHodTXzk/N2Xhk1cSb/3lrH3iFb3RSTwadAXEcml8sUK8O59TXmpZwM27j1G15HzGJeyhbNa3Q8ZWXdfWrjlAB2Hz9XuSyIS8DToi4j4gJlxe3wlZg5rR9uapfnH1A3cNnYhP+475nU08ZHfdl+aNiSBull2X9r9q363gogEJg36IiI+FFckhjfubsLIXtey/eBxbhg1nzGzN5N+9pzX0cRHqpYqxPgsuy91Gj6XD7X7kogEIA36IiI+Zmb0uLYCMxPbcV2dMrw0fSO3vLqQDXuPeh1NfOT83Zf+rN2XRCQAadAXEckjpQtHM7ZPE169qzE//3qSm0bPZ+S3P3JGq/shQ7sviUgg06AvIpLHutUvx8xh7eharxxJ326i+ysLWLP7iNexxEey7r7UvPr/7b607cBxr6OJSD6nQV9ExA9KFIpiVO9GjOvbhAOpp+kxZgEvT9/I6fSzXkcTHylfrADv3NuUl29vyMa9x+gyIoU3UrZq9yUR8YwGfRERP+p0TVm+TWzHzddW4JXZm7lp9Hx+2Pmr17HER8yMnk0q/mf3pb9PXa/dl0TEMxr0RUT8rGjBSP71+4a8c29Tjp5M59ZXF/DPqes5dUar+6FCuy+JSCDI0aBvZl3MbKOZbTazJy5x3G1m5sws3ncRRURCU4eryzBjWAK/j6/E6ylb6TZqHst/OuR1rFxRv/g/2n1JRLyW7aBvZuHAGKArUBfobWZ1L3BcYWAIsMTXIUVEQlWRmEj+97YGfNCvGafPnKPna4t47qt1nEwLvtV99YsL0+5LIuKVnKzoNwM2O+e2OufSgAlAjwsc9zzwAnDKh/lERPKFtjVLMz0xgT7Nq/D2gm10GZnidaQroX5xCdp9SUT8zZy79G4AZtYT6OKc65/5uC/Q3Dk3KMsxjYGnnHO3mdkc4I/OuWUX+FwDgAEAcXFxTSZMmOCzQrKTmppKbGys387nT6FaW6jWBaotWPmrtvUHz/L2mtMse/aG5c65oHlpSyj0C39d4+/3pfPeujSOpTluqBZJ9xqRRIZZnp5TfzeDk2oLTv6srUOHDhftFRG5/eRmFgYMB+7N7ljn3DhgHEB8fLxr3759bk+fY3PmzMGf5/OnUK0tVOsC1Ras/FVbe+Cem9Ip9Gyen8qvgqFf+PMa9ztxhuemrOOz73ex8Xg0L/ZsyLWViuXZOfV3MziptuAUKLXl5KU7u4FKWR5XzPzYbwoD9YA5ZrYdaAEkh/IPWImI5LWCUbleh/GC+sVl0O5LIpLXcjLoLwVqmlk1M4sCegHJvz3pnDvinCvlnKvqnKsKLAa6X+hbsSIiEtLUL67Ab7sv3dE0dHZfEpHAkO2g75xLBwYB04H1wETn3Foze87Muud1QBERCQ7qF1euSEwk/7y1AR/2ax70uy+JSODI0feGnXNTgannfeyZixzbPvexREQkGKlf5E6bmqWYnpjAC99s4O0F25i1YR8v3NaAFtVLeh1NRIKQfjOuiIhIAImNjuD5m+sx/oEWOAe9xi3m6S/XcPx0utfRRCTIaNAXEREJQC2vKsm0oW25r3VVPlzyE52SUpj/4wGvY4lIENGgLyIiEqAKRkXwl5uu4dMHWxIdEUaft5bw5OerOHrqjNfRRCQIaNAXEREJcPFVSzB1SFseTKjOJ0t30jkphTkb93sdS0QCnAZ9ERGRIBATGc6T3erw2cBWxEZHcO87S/njpys5ckKr+yJyYRr0RUREgkijysWZ8mgbHulwFV+s2E3HpLnMXLfP61giEoA06IuIiASZ6IhwHut8NZMfaU2JQlE88P4yhkxYweHjaV5HE5EAokFfREQkSNWrUJTkQW0Yen1Nvl61h45Jc/lm9R6vY4lIgNCgLyIiEsSiIsIYen0tvhrchrJFYxj40fc8/NFyDqSe9jqaiHhMg76IiEgIqFOuCF8+3JrHOtfm23X76Th8LpN/2I1zzutoIuIRDfoiIiIhIiI8jEc61ODrR9tQpWQhhkz4gQEfLGf/0VNeRxMRD2jQFxERCTE14wrz2cBW/E+3q0nZ9AvXD5/L/N1ntLovks9o0BcREQlB4WHGgISr+GZIW2rFFebN1Wnc/+5S9hw56XU0EfETDfoiIiIhrHrpWCY+2JK7ro5i8dZDdBqewoTvdmh1XyQf0KAvIiIS4sLCjI5VI5k2tC3XVCjCE5+vpu9b37Hz0Amvo4lIHtKgLyIikk9UKVmIj/u34Pmb67Fix2G6jEjhg0XbOXdOq/sioUiDvoiISD4SFmb0bVGF6YkJNK5SnKcnr+XONxfz08HjXkcTER/ToC8iIpIPVSxekPfvb8YLt9Vn7e6jdBkxj7fnb9PqvkgI0aAvIiKST5kZdzStzIxhCbSoXoLnpqzj968vYusvqV5HExEf0KAvIiKSz5UrWoC3723Kv25vyKZ9x+g6ch6vz93CWa3uiwQ1DfoiIiKCmXFbk4p8O6wdCbVK889vNnDr2IX8uO+Y19FE5App0BcREZH/KFMkhnF9mzCqdyN2HDzODaPmM2b2Zs6cPed1NBG5TBr0RURE5L+YGd0blmfmsHZ0rBvHS9M3csurC1i/56jX0UTkMmjQFxERkQsqFRvNmLsaM/auxuw9coqbRs8naeYm0tK1ui8SDDToi4iIyCV1rV+OmYntuLFBOUbO+pHur8xn9a4jXscSkWxo0BcREZFsFS8UxYhejXjj7ngOHU/j5lcX8OK0DZxOP+t1NBG5CA36IiIikmMd68YxM7EdtzaqwKtztnDDqPms2HHY61gicgE5GvTNrIuZbTSzzWb2xAWeH2Zm68xslZnNMrMqvo8qIiKBTL0i/yhaMJKXbm/Iu/c15fjpdG4bu5B/TF3PqTNa3RcJJNkO+mYWDowBugJ1gd5mVve8w1YA8c65BsAk4EVfBxURkcClXpE/ta9dhhmJCdzRtDLjUrbSbeQ8lm0/5HUsEcmUkxX9ZsBm59xW51waMAHokfUA59xs59yJzIeLgYq+jSkiIgFOvSKfKhwTyT9vrc9H/ZuTdvYct7++iL9+tZYTaeleRxPJ98y5S/96azPrCXRxzvXPfNwXaO6cG3SR418B9jrn/naB5wYAAwDi4uKaTJgwIZfxcy41NZXY2Fi/nc+fQrW2UK0LVFuw8ndtHTp0WO6ci/fbCXPBl70i83lP+oW+fnPnVLrj001pzNqRTukCxv31oqlTMjxPzwm6bsFKtfnGpXpFhC9PZGZ9gHig3YWed86NA8YBxMfHu/bt2/vy9Jc0Z84c/Hk+fwrV2kK1LlBtwSqUa/On7HoFeNcvQvka+6u2LtfDkq0HefyzVbyw9AR9WlTmia51iI326cjxX3TdgpNqy3s5eenObqBSlscVMz/2X8zseuApoLtz7rRv4omISJBQr5D/aF69JNOGJNCvTTU+WrKDzkkpzPvxF69jieQ7ORn0lwI1zayamUUBvYDkrAeYWSPgdTJu3Pt9H1NERAKceoX8lwJR4Tx9Y10mPdSS6Mgw+r71HU98toqjp854HU0k38h20HfOpQODgOnAemCic26tmT1nZt0zD3sJiAU+NbMfzCz5Ip9ORERCkHqFXEyTKiWY+mhbHmxXnYnLdtJpeAqzN+jfeSL+kKMXzDnnpgJTz/vYM1nev97HuUREJMioV8jFxESG82TXOnSrV47HJq3kvneXcmvjCjxzY12KFYzyOp5IyNJvxhURERG/aFipGF8NbsPg39Vg8g8/0zEphRlr93odSyRkadAXERERv4mOCOcPnWoz+ZHWlIqNZsAHyxk8fgWHjqd5HU0k5GjQFxEREb+rV6EoyYNaM6xjLaat2UPH4XP5etUer2OJhBQN+iIiIuKJyPAwHr2uJl8NbkP5YgV45OPvGfjhcn45pp1XRXxBg76IiIh46uqyRfji4VY83qU2s9bvp2PSXL5csRvnnNfRRIKaBn0RERHxXER4GA+3r8HUIW2oVqoQQz/5gQfeX8a+o6e8jiYStDToi4iISMCoUaYwkx5qxZ9vqMO8Hw/QcfhcPl22U6v7IldAg76IiIgElPAwo3/b6kwbmsDVZYvw2KRV3PfuUn7+9aTX0USCigZ9ERERCUjVShViwoAWPHtTXZZsPUSnpBTGf7dDq/siOaRBX0RERAJWWJhxb+tqTB+aQP0KRXny89X0eWsJOw+d8DqaSMDToC8iIiIBr3LJgnzUvzl/v6UeK3ceofOIFN5ftJ1z57S6L3IxGvRFREQkKISFGXc1r8L0xASaVCnOM5PX0vuNxew7fs7raCIBSYO+iIiIBJUKxQrw/v3NePG2Bqzbc5SnF5zkrfnbOKvVfZH/okFfREREgo6Z8fumlZiZ2I46JcN5fso6fv/6IjbvT/U6mkjA0KAvIiIiQats0RiGNo4m6Y6GbN6fSrdR83ht7hbSz+rlPCIa9EVERCSomRm3NKrIzGEJdKhdmv/9ZgO3jV3Ixr3HvI4m4ikN+iIiIhISyhSO4bU+TXjlzkbsPHySG0fPY/SsHzmj1X3JpzToi4iISMgwM25sUJ6ZiQl0vqYs/5q5iZvHLGDdz0e9jibidxr0RUREJOSUjI3mlTsb81qfJuw7eprur8xn+MxNpKVrdV/yDw36IiIiErK61CvLzMQEujcsz6hZP3LT6Pms2vWr17FE/EKDvoiIiIS04oWiGH7Htbx1Tzy/nkzjllcX8sK0DZw6c9braCJ5SoO+iIiI5AvX1YljRmI7bmtcgbFztnDj6Pl8v+Ow17FE8owGfREREck3ihaI5MWeDXnv/macOJ1Oz7EL+fvX67S6LyFJg76IiIjkO+1qlWZ6YgK9mlXmjXnb6DpyHt9tO+R1LBGf0qAvIiIi+VLhmEj+cUt9Pu7fnPRz57hj3CKeTV7LibR0r6OJ+IQGfREREcnXWtUoxbQhCdzTsirvLtxO5xEpLNxywOtYIrmmQV9ERETyvULRETzb/RomPtiScDPufGMJT32xmtTTWt2X4KVBX0RERCRTs2ol+GZIAg+0rcbH3+2gc1IKKZt+8TqWyBXJ0aBvZl3MbKOZbTazJy7wfLSZfZL5/BIzq+rzpCIiEvDULyQUFIgK56kb6vLZwFbERIZx99vf8fiklRw5ecbraCKXJdtB38zCgTFAV6Au0NvM6p53WD/gsHOuBpAEvODroLmRnAw7d2b8V0TkiuhGkq1g7xe6xHK+xpWL8/WjbRnY/io++343nZLmMmv9Pq9jSaALoJtJTlb0mwGbnXNbnXNpwASgx3nH9ADey3x/EnCdmZnvYl655GTo3Rv278/4bwD8mYtIsNGNJKeCtl/oEsvFxESG86cuV/PFw60oViCKfu8tI/GTH/j1RJrX0SQQBdjNxJxzlz7ArCfQxTnXP/NxX6C5c25QlmPWZB6zK/PxlsxjDpz3uQYAAwDi4uKaTJgwwZe1XNDOnRl/1hUrprJrVyxlykClSnl+Wr9KTU0lNjbW6xg+F6p1gWoLOpk3ktSKFYndtQt/3Ug6dOiw3DkXn+cn8pFg7hfqFcHNX7Wln3N8teUMU7aeoVCkcc81UTSJi8jTc+q6BRkP+sUle4Vz7pJvQE/gzSyP+wKvnHfMGqBilsdbgFKX+rxNmjRx/jB5snMFCzr38suzXcGCGY9DzezZs72OkCdCtS7nVFvQybyRzH75ZefPGwmwzGVzjw6kt2DuF+oVwc3fta3Z/avrOiLFVfnTFPfIR8vdgWOn8uxcum5BxoN+calekZOX7uwGsv5TpGLmxy54jJlFAEWBgzn43Hmue3cYPz7jH1Tjx2c8FhG5LLqR5FTQ9gtdYrkc15QvyuRBrflDx1pMX7uXTkkpTFn182//eJX8LMBuJjkZ9JcCNc2smplFAb2A819wlAzck/l+T+DfLoC+2rt3z/iuiW7cInLFdCPJiaDuF7rEcjkiw8MYfF1NpgxuS8XiBRj08Qoe+nA5+4+d8jqaeC2AbibZDvrOuXRgEDAdWA9MdM6tNbPnzOy3Ct4CSprZZmAY8P9tqSYiIqFN/ULyo9plC/PZwFY80fVqZm/8hU5JKXyxYpdW9yUg5OgnSJxzU4Gp533smSzvnwJu9200EREJNuoXkh9FhIfxULuruL5OHI9PWkniJyuZsnIPf7+lPmWLxngdT/Ix/WZcERERER+oUSaWTx9qxZ9vqMOCLQfomDSXict2anVfPKNBX0RERMRHwsOM/m2rM21IAnXKFeHxSau4552l7P71pNfRJB/SoC8iIiLiY1VLFWLCAy14rsc1LNt+iM5JKXy05Cet7otfadAXERERyQNhYcbdLasyfWgCDSsV5akv1nDXm0vYeeiE19Ekn9CgLyIiIpKHKpUoyIf9mvOPW+qzatcROo9I4b2F2zl3Tqv7krc06IuIiIjkMTPjzuaVmZGYQNOqJfhL8lp6jVvMtgPHvY4mIUyDvoiIiIiflC9WgHfva8pLPRuwfu9Ruo5M4c15Wzmr1X3JAxr0RURERPzIzLg9vhLfDmtHmxql+NvX6+n52kI27z/mdTQJMRr0RURERDwQVySGN+6OZ2Sva9l24DjdRs3n1TmbST97zutoEiI06IuIiIh4xMzocW0FZia247qry/DitI3cOnYhG/dqdV9yT4O+iIiIiMdKF45mbJ8mjLmzMbsPn+TG0fMYNetH0vXafcmFCK8DiIiIiEiGGxqUo0X1Evz1q3UMn7mJyoXDKFv7CPUqFPU6mgQh8+o3tJnZL8BPfjxlKeCAH8/nT6FaW6jWBaotWPm7tirOudJ+PF9A8nO/0NdvcFJtwUm1+cZFe4Vng76/mdky51y81znyQqjWFqp1gWoLVqFcm2QI5Wus2oKTagtOgVKbXqMvIiIiIhKCNOiLiIiIiISg/DToj/M6QB4K1dpCtS5QbcEqlGuTDKF8jVVbcFJtwSkgass3r9EXEREREclP8tOKvoiIiIhIvqFBX0REREQkBIXUoG9mXcxso5ltNrMnLvB8tJl9kvn8EjOr6kHMK5KD2oaZ2TozW2Vms8ysihc5r0R2tWU57jYzc2bm+XZVOZWT2szs95nXbq2ZfezvjFcqB1+Tlc1stpmtyPy67OZFzithZm+b2X4zW3OR583MRmXWvsrMGvs7o+SO+oX6RaBRvwi+fhEUvcI5FxJvQDiwBagORAErgbrnHfMw8Frm+72AT7zO7cPaOgAFM98fGEq1ZR5XGEgBFgPxXuf24XWrCawAimc+LuN1bh/WNg4YmPl+XWC717kvo74EoDGw5iLPdwO+AQxoASzxOrPeLuv6ql+oXwTUm/pFcPaLYOgVobSi3wzY7Jzb6pxLAyYAPc47pgfwXub7k4DrzMz8mPFKZVubc262c+5E5sPFQEU/Z7xSObluAM8DLwCn/Bkul3JS2wPAGOfcYQDn3H4/Z7xSOanNAUUy3y8K/OzHfLninEsBDl3ikB7A+y7DYqCYmZXzTzrxAfUL9YtAo34RhP0iGHpFKA36FYCdWR7vyvzYBY9xzqUDR4CSfkmXOzmpLat+ZPwLMhhkW1vmt7oqOee+9mcwH8jJdasF1DKzBWa22My6+C1d7uSktmeBPma2C5gKDPZPNL+43L+TEljUL/6P+kVgUL8IzX7hea+I8OfJJO+ZWR8gHmjndRZfMLMwYDhwr8dR8koEGd+ObU/GqlqKmdV3zv3qZSgf6Q2865z7l5m1BD4ws3rOuXNeBxMR9YsgpH4hly2UVvR3A5WyPK6Y+bELHmNmEWR8e+igX9LlTk5qw8yuB54CujvnTvspW25lV1thoB4wx8y2k/Eat+Qg+QGrnFy3XUCyc+6Mc24bsImMG3mgy0lt/YCJAM65RUAMUMov6fJejv5OSsBSv1C/CDTqF6HZLzzvFaE06C8FappZNTOLIuOHp5LPOyYZuCfz/Z7Av13mT0sEuGxrM7NGwOtk3LSD5XV7kE1tzrkjzrlSzrmqzrmqZLyetLtzbpk3cS9LTr4mvyRjdQYzK0XGt2a3+jHjlcpJbTuA6wDMrA4ZN+5f/Joy7yQDd2fuqNACOOKc2+N1KMkx9Qv1i0CjfhGa/cLzXhEyL91xzqWb2SBgOhk/4f22c26tmT0HLHPOJQNvkfHtoM1k/PBEL+8S51wOa3sJiAU+zfx5sR3Oue6ehc6hHNYWlHJY23Sgk5mtA84CjznnAn7VMIe1/QF4w8wSyfhBq3uDZFDCzMaT0VBLZb5m9C9AJIBz7jUyXkPaDdgMnADu8yapXAn1C/WLQKN+EZz9Ihh6hQXBn6OIiIiIiFymUHrpjoiIiIiIZNKgLyIiIiISgjToi4iIiIiEIA36IiIiIiIhSIO+iIiIiEgI0qAvIiIiIhKCNOiLiIiIiISg/weGHCj3we5N6gAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "w0 = 1\n", + "w1 = 1\n", + "b = 1.5\n", + "\n", + "bias = -b * w1 \n", + "\n", + "C0 = np.array([(0,1), (1,0)])\n", + "\n", + "C1 = np.array([(0,0), (1,1)])\n", + "\n", + "# plotting\n", + "fig, (ax1, ax2) = plt.subplots(1, 2)\n", + "fig.set_figheight(4)\n", + "fig.set_figwidth(13)\n", + "\n", + "wf_x0 = [-2, -1, 0 , 1, 2]\n", + "wf_x1 = [x0*(-w0/w1) + 1.5 for x0 in wf_x0]\n", + "ax1.plot(wf_x0, wf_x1)\n", + "\n", + "wf_x0 = [-2, -1, 0 , 1, 2]\n", + "wf_x1 = [x0*(-w0/w1) + 0.5 for x0 in wf_x0]\n", + "ax2.plot(wf_x0, wf_x1)\n", + "\n", + "for ax in [ax1, ax2]:\n", + " ax.scatter([C0[i][0] for i in range(len(C0))],\n", + " [C0[i][1] for i in range(len(C0))], s=10, c='red')\n", + " ax.scatter([C1[i][0] for i in range(len(C1))],\n", + " [C1[i][1] for i in range(len(C1))], s=10, c='blue')\n", + "\n", + " ax.grid(True)\n", + " ax.set_xlim([-0.1,1.1])\n", + " ax.set_ylim([-0.1,1.1])" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [], + "source": [ + "class Perceptron:\n", + " def __init__(self):\n", + " self.first_layer = []\n", + " self.second_layer = []\n", + "\n", + " def forward(self, input_tensor):\n", + " first_layer_output = []\n", + " \n", + " for neuron in self.first_layer:\n", + " output = neuron.forward(input_tensor)\n", + " first_layer_output.append(output)\n", + " \n", + " second_layer_input = torch.tensor(first_layer_output)\n", + " \n", + " for neuron in self.second_layer:\n", + " output = neuron.forward(second_layer_input)\n", + "\n", + " return output" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.1, 1.1)" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "w0 = 1\n", + "w1 = 1\n", + "b = 1.5\n", + "\n", + "bias = -b * w1\n", + "\n", + "wf_x0 = [-2, -1, 0 , 1, 2]\n", + "wf_x1 = [x0*(-w0/w1) - bias/w1 for x0 in wf_x0]\n", + "plt.plot(wf_x0, wf_x1)\n", + "\n", + "weights = torch.tensor([w0, w1])\n", + "neuron = BiasNeuron(weights=weights, bias=bias, activation_function=threshold_function)\n", + "\n", + "X = [(i/100, i/100) for i in range(100)]\n", + "for x in X:\n", + " out = neuron.forward(torch.tensor(x))\n", + "\n", + " #print(\"out\", out)\n", + "\n", + " if out >= 0.5:\n", + " #print(\"Class C0\")\n", + " plt.scatter(x[0], x[1], s=10, c='red')\n", + "\n", + " else:\n", + " #print(\"Class C1\")\n", + " plt.scatter(x[0], x[1], s=10, c='blue')\n", + "\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-0.1,1.1])" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "nn = Perceptron()\n", + "\n", + "w0 = 1\n", + "w1 = 1\n", + "b = 1.5\n", + "\n", + "bias = -b * w1 \n", + "\n", + "weights = torch.tensor([w0, w1])\n", + "neuron = BiasNeuron(weights=weights, bias=bias, activation_function=threshold_function)\n", + "\n", + "nn.first_layer.append(neuron)\n", + "\n", + "w0 = 1\n", + "w1 = 1\n", + "b = 0.5\n", + "\n", + "bias = -b * w1 \n", + "\n", + "weights = torch.tensor([w0, w1])\n", + "neuron = BiasNeuron(weights=weights, bias=bias, activation_function=threshold_function)\n", + "\n", + "nn.first_layer.append(neuron)\n", + "\n", + "w0 = -1\n", + "w1 = 1\n", + "b = 0.5\n", + "\n", + "bias = -b * w1\n", + "\n", + "weights = torch.tensor([w0, w1])\n", + "neuron = BiasNeuron(weights=weights, bias=bias, activation_function=threshold_function)\n", + "\n", + "nn.second_layer.append(neuron)" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.1, 1.1)" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "X = [(i/10, i/10) for i in range(11)]\n", + "X.extend([(i/10, (10-i)/10) for i in range(11)])\n", + "X.extend([(i/10, (10-i)/10 + 0.6) for i in range(11)])\n", + "X.extend([(i/10, (10-i)/10 - 0.6) for i in range(11)])\n", + "#X.extend([(i/10, i/10 + 0.2) for i in range(11)])\n", + "#X.extend([(i/10, i/10 - 0.2) for i in range(11)])\n", + "X.extend([(i/10, i/10 + 0.5) for i in range(11)])\n", + "X.extend([(i/10, i/10 - 0.5) for i in range(11)])\n", + "#print(X)\n", + "for x in X:\n", + " out = nn.forward(torch.tensor(x))\n", + "\n", + " #print(\"out\", out)\n", + "\n", + " if out >= 0.5:\n", + " #print(\"Class C0\")\n", + " plt.scatter(x[0], x[1], s=10, c='red')\n", + "\n", + " else:\n", + " #print(\"Class C1\")\n", + " plt.scatter(x[0], x[1], s=10, c='blue')\n", + "\n", + "wf_x0 = [-2, -1, 0 , 1, 2]\n", + "wf_x1 = [-x0 + 0.5 for x0 in wf_x0]\n", + "plt.plot(wf_x0, wf_x1, c='blue')\n", + "\n", + "wf_x0 = [-2, -1, 0 , 1, 2]\n", + "wf_x1 = [-x0 + 1.5 for x0 in wf_x0]\n", + "plt.plot(wf_x0, wf_x1, c='blue')\n", + "\n", + "plt.grid(True)\n", + "plt.xlim([-0.1,1.1])\n", + "plt.ylim([-0.1,1.1])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3.6.9 64-bit", + "language": "python", + "name": "python36964bit6ff8b5587bed4a749f8456f6fb6a077f" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/nn_sem5_pt2_hw5.ipynb b/notebooks/nn_sem5_pt2_hw5.ipynb new file mode 100644 index 0000000..7472b45 --- /dev/null +++ b/notebooks/nn_sem5_pt2_hw5.ipynb @@ -0,0 +1,819 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "import math\n", + "import random\n", + "\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "\n", + "import torch\n", + "from torch.autograd import Variable\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "import torch.optim as optim\n", + "from torch.utils.data import Dataset, DataLoader" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "device=torch.device('cuda:0' if torch.cuda.is_available() else 'cpu')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Domik Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class DomikDataset(Dataset):\n", + " def __init__(self, dataset_size, noise=0.0):\n", + " super().__init__()\n", + " self.house_width = 0.6\n", + " self.house_height = 0.7\n", + " self.roof_height = 0.3\n", + " \n", + " self.points, self.targets = self._generate(dataset_size, noise)\n", + "\n", + " def _left_roof(self, point):\n", + " b = (0.5 * self.house_height - (self.house_height + self.roof_height) * (1 - self.house_width) / 2) / \\\n", + " (0.5 - (1 - self.house_width) / 2)\n", + " k = 2 * (self.house_height - b) / (1 - self.house_width)\n", + " return k * point[0] + b >= point[1]\n", + "\n", + " def _right_roof(self, point):\n", + " b = (0.5 * self.house_height - (self.house_height + self.roof_height) * (1 + self.house_width) / 2) / \\\n", + " (0.5 - (1 + self.house_width) / 2)\n", + " k = 2 * (self.house_height - b) / (1 + self.house_width)\n", + " return k * point[0] + b >= point[1]\n", + " \n", + " \n", + " def _generate(self, size, noise):\n", + " points = [[random.random(), random.random()] for i in range(size)]\n", + "\n", + " targets = []\n", + " for point in points:\n", + " if (1 - self.house_width) / 2 <= point[0] <= (1 + self.house_width) / 2 and \\\n", + " self._left_roof(point) and self._right_roof(point): \n", + " inside = 1.\n", + " else:\n", + " inside = 0.\n", + "\n", + " if random.random() < noise:\n", + " inside = 1. - inside\n", + "\n", + " targets.append(torch.tensor([inside], device=device))\n", + "\n", + " return points, targets\n", + " \n", + " def show(self, dividing_criterion=lambda s: 1 if s > 0.5 else 0):\n", + " domik_x = []\n", + " domik_y = []\n", + " nedomik_x = []\n", + " nedomik_y = []\n", + "\n", + " for sample in self:\n", + " point, target = sample\n", + " if dividing_criterion(target):\n", + " domik_x.append(point[0])\n", + " domik_y.append(point[1])\n", + " else: \n", + " nedomik_x.append(point[0])\n", + " nedomik_y.append(point[1])\n", + "\n", + " plt.plot(domik_x, domik_y, '.', nedomik_x, nedomik_y,'.')\n", + "\n", + " def __len__(self):\n", + " return len(self.points)\n", + "\n", + " def __getitem__(self, idx):\n", + " if torch.is_tensor(idx):\n", + " idx = idx.tolist()\n", + " \n", + " sample = (torch.tensor(self.points[idx], device=device), self.targets[idx])\n", + "\n", + " return sample" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Train function" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "def train(network, train_dataset, epochs, criterion, optimizer):\n", + " loss_epochs = []\n", + " for idx in range(epochs):\n", + " loss_samples = []\n", + " for sample in train_dataset:\n", + " optimizer.zero_grad() # zero the gradient buffers\n", + " point, target = sample\n", + " output = network(point)\n", + " loss = criterion(output, target.to(device))\n", + " loss.backward()\n", + " loss_samples.append(loss.data.numpy())\n", + " optimizer.step() # Does the update\n", + "\n", + " loss_samples_mean = float(sum(loss_samples)) / len (loss_samples)\n", + " print(f\"Epoch {idx: >8} Loss: {loss_samples_mean}\")\n", + " loss_epochs.append(loss_samples_mean)\n", + "\n", + " plt.plot(loss_epochs)\n", + " plt.ylabel('Loss')\n", + " plt.xlabel('Epoch')\n", + " plt.show() " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Test function" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def test(network, test_dataset, dividing_criterion):\n", + " domik_x = []\n", + " domik_y = []\n", + " nedomik_x = []\n", + " nedomik_y = []\n", + "\n", + " correct = 0\n", + " total = 0\n", + "\n", + " with torch.no_grad():\n", + " for sample in test_dataset:\n", + " inp, target = sample\n", + " output = network(inp)\n", + " total += 1\n", + " correct += (dividing_criterion(output) == dividing_criterion(target))\n", + "\n", + " # dividing dataset for plotting\n", + " if dividing_criterion(output):\n", + " \n", + " domik_x.append(inp[0])\n", + " domik_y.append(inp[1])\n", + " else: \n", + " nedomik_x.append(inp[0])\n", + " nedomik_y.append(inp[1])\n", + " \n", + " plt.figure(figsize=(20,5))\n", + " plt.subplot(121)\n", + " test_dataset.show()\n", + " plt.subplot(122)\n", + " plt.plot(domik_x, domik_y, '.', nedomik_x, nedomik_y, '.')\n", + "\n", + " print(f'Accuracy of the network on the {total} test samples: {100 * correct / total}')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# First steps" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "DATASET_SIZE = 5000\n", + "domik = DomikDataset(DATASET_SIZE)\n", + "\n", + "data = DataLoader(domik, batch_size=1)\n", + "\n", + "# plotting\n", + "domik.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Net" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Net(nn.Module):\n", + "\n", + " def __init__(self):\n", + " super(Net, self).__init__()\n", + " # an affine operation: y = Wx + b\n", + " self.fc1 = nn.Linear(2, 1)\n", + "\n", + " def forward(self, x):\n", + " x = F.sigmoid(self.fc1(x))\n", + " return x\n", + "\n", + "net = Net().float().to(device)\n", + "print(net)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Net(nn.Module):\n", + "\n", + " def __init__(self):\n", + " super(Net, self).__init__()\n", + " # an affine operation: y = Wx + b\n", + " self.fc1 = nn.Linear(2, 10)\n", + " self.fc2 = nn.Linear(10, 1)\n", + "\n", + " def forward(self, x):\n", + " x = F.leaky_relu(self.fc1(x))\n", + " x = F.leaky_relu(self.fc2(x))\n", + " return x\n", + "\n", + "net = Net().float().to(device)\n", + "print(net)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Train" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "EPOCHS_TO_TRAIN = 3\n", + "train(network=net, \n", + " train_dataset=domik, \n", + " epochs=EPOCHS_TO_TRAIN, \n", + " criterion=nn.MSELoss(), \n", + " optimizer=optim.SGD(net.parameters(), lr=0.001))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Test" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "test_dataset = DomikDataset(DATASET_SIZE*5)\n", + "test(network=net, test_dataset=test_dataset, dividing_criterion=lambda s: 1 if s > 0.5 else 0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Domik dataset for multi classes" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class MultiClassDomikDataset(DomikDataset):\n", + " def __init__(self, dataset_size, noise=0.0):\n", + " super().__init__(dataset_size, noise)\n", + " \n", + " def show(self, dividing_criterion=lambda s: s[0] > s[1]):\n", + " #super().show(dividing_criterion)\n", + " super().show()\n", + " \n", + " def _generate(self, size, noise):\n", + " points, targets = super()._generate(size, noise)\n", + " for i, target in enumerate(targets):\n", + " targets[i] = int(targets[i].item())\n", + " return points, targets" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "DATASET_SIZE = 5000\n", + "domik = MultiClassDomikDataset(DATASET_SIZE)\n", + "\n", + "data = DataLoader(domik, batch_size=3)\n", + "\n", + "# plotting\n", + "domik.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Net" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Net(nn.Module):\n", + "\n", + " def __init__(self):\n", + " super(Net, self).__init__()\n", + " # an affine operation: y = Wx + b\n", + " self.fc1 = nn.Linear(2, 10)\n", + " self.fc2 = nn.Linear(10, 2)\n", + "\n", + " def forward(self, x):\n", + " x = F.leaky_relu(self.fc1(x))\n", + " x = F.leaky_relu(self.fc2(x))\n", + " return x\n", + "\n", + "net = Net().float().to(device)\n", + "print(net)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Train" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "EPOCHS_TO_TRAIN = 20\n", + "train(network=net, \n", + " train_dataset=data, \n", + " epochs=EPOCHS_TO_TRAIN, \n", + " criterion=nn.CrossEntropyLoss(), \n", + " optimizer=optim.SGD(net.parameters(), lr=0.1))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Test" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def test_multiple(network, test_dataset, dividing_criterion):\n", + " domik_x = []\n", + " domik_y = []\n", + " nedomik_x = []\n", + " nedomik_y = []\n", + "\n", + " correct = 0\n", + " total = 0\n", + "\n", + " with torch.no_grad():\n", + " for sample in test_dataset:\n", + " inp, target = sample\n", + " output = network(inp)\n", + " _, output = torch.max(output, 0)\n", + " total += 1\n", + " correct += (dividing_criterion(output) == dividing_criterion(target))\n", + "\n", + " # dividing dataset for plotting\n", + " if dividing_criterion(output):\n", + " \n", + " domik_x.append(inp[0])\n", + " domik_y.append(inp[1])\n", + " else: \n", + " nedomik_x.append(inp[0])\n", + " nedomik_y.append(inp[1])\n", + " \n", + " plt.figure(figsize=(20,5))\n", + " plt.subplot(121)\n", + " test_dataset.show()\n", + " plt.subplot(122)\n", + " plt.plot(domik_x, domik_y, '.', nedomik_x, nedomik_y, '.')\n", + "\n", + " print(f'Accuracy of the network on the {total} test samples: {100 * correct / total}')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "test_dataset = MultiClassDomikDataset(DATASET_SIZE*5)\n", + "test_multiple(network=net, test_dataset=test_dataset, dividing_criterion=lambda s: 1 if s > 0.5 else 0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Domik with window dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class WindowedDomikDataset(DomikDataset):\n", + " def __init__(self, dataset_size, noise=0.0):\n", + " super().__init__(dataset_size, noise)\n", + " \n", + " def _window(self, point, width=0.3, height=0.3, x=0.5, y='middle'):\n", + " if y == 'middle':\n", + " y = self.house_height / 2\n", + " is_window = x - width / 2 <= point[0] <= x + width / 2 and \\\n", + " y - height / 2 <= point[1] <= y + height / 2\n", + " return is_window\n", + " \n", + " def _generate(self, size, noise):\n", + " points, targets = super()._generate(size, noise)\n", + " for i, point in enumerate(points):\n", + " if self._window(point):\n", + " targets[i] = torch.tensor([0.], device=device)\n", + " return points, targets" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "DATASET_SIZE = 5000\n", + "domik = WindowedDomikDataset(DATASET_SIZE)\n", + "\n", + "# plotting\n", + "domik.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Net" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Net(nn.Module):\n", + "\n", + " def __init__(self):\n", + " super(Net, self).__init__()\n", + " # an affine operation: y = Wx + b\n", + " self.fc1 = nn.Linear(2, 10)\n", + " self.fc2 = nn.Linear(10, 10)\n", + " self.fc3 = nn.Linear(10, 1)\n", + "\n", + " def forward(self, x):\n", + " x = F.leaky_relu(self.fc1(x))\n", + " x = F.leaky_relu(self.fc2(x))\n", + " x = F.leaky_relu(self.fc3(x))\n", + " return x\n", + "\n", + "net = Net().float().to(device)\n", + "print(net)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Train" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "EPOCHS_TO_TRAIN = 20\n", + "train(network=net, \n", + " train_dataset=domik, \n", + " epochs=EPOCHS_TO_TRAIN, \n", + " criterion=nn.MSELoss(), \n", + " optimizer=optim.SGD(net.parameters(), lr=0.001))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Test" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "test_dataset = WindowedDomikDataset(DATASET_SIZE*5)\n", + "test(network=net, test_dataset=test_dataset, dividing_criterion=lambda s: 1 if s > 0.5 else 0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Homework\n", + "\n", + "- [ ] Обучить обычный домик (Accuracy >98%). 1 балл\n", + "- [ ] Использовать для этого двухслойную сеть. 1 балл\n", + "- [ ] Обучить домик с многоклассовой классификацией (зa тавтологию извините) (Accuracy >98%). 1 балл\n", + "- [ ] Использовать для этого двухслойную сеть. 1 балл\n", + "- [ ] Обучить домик с окошком (Accuracy >98%). 1 балл\n", + "- [ ] Использовать для этого трехслойную сеть. 1 балл\n", + "- [ ] Обучить домик с дверью и двумя окошками (Accuracy >98%). 2 балла\n", + "- [ ] Использовать для этого трехслойную сеть. 2 балла\n", + "\n", + "#### ВАЖНО! ВЫБОРКУ УВЕЛИЧИВАТЬ НЕЛЬЗЯ!\n", + "\n", + "Домашку выполняем в этой тетрадке и заливаем на гит, инструкция - https://youtu.be/lPcEQJiHDfg. Форма для сдачи - https://forms.gle/RJtnENVjGP6H5oPn6 \\\n", + "Удачи!" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Domik with door and 2 windows dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class DoorDomikDataset(WindowedDomikDataset):\n", + " def __init__(self, dataset_size, noise=0.0):\n", + " super().__init__(dataset_size, noise)\n", + " \n", + " def _door(self, point, width=0.2, height=0.5, x=0.5):\n", + " y = height / 2\n", + " is_door = x - width / 2 <= point[0] <= x + width / 2 and \\\n", + " y - height / 2 <= point[1] <= y + height / 2\n", + " return is_door\n", + " \n", + " def _window(self, point, width=0.1, height=0.3, x=0.5, y='middle'):\n", + " if y == 'middle':\n", + " y = self.house_height / 2\n", + " is_window = x - width / 2 <= point[0] <= x + width / 2 and \\\n", + " y - height / 2 <= point[1] <= y + height / 2\n", + " return is_window\n", + " \n", + " def show(self):\n", + " domik_x = []\n", + " domik_y = []\n", + " nedomik_x = []\n", + " nedomik_y = []\n", + " door_x = []\n", + " door_y = []\n", + "\n", + " for sample in self:\n", + " point, target = sample\n", + " if target == 1:\n", + " domik_x.append(point[0])\n", + " domik_y.append(point[1])\n", + " elif target == 0: \n", + " nedomik_x.append(point[0])\n", + " nedomik_y.append(point[1])\n", + " else:\n", + " door_x.append(point[0])\n", + " door_y.append(point[1])\n", + "\n", + " plt.plot(domik_x, domik_y, '.', nedomik_x, nedomik_y,'.', door_x, door_y, '.')\n", + " def _generate(self, size, noise):\n", + " points, targets = super()._generate(size, noise)\n", + " for i, point in enumerate(points):\n", + " if self._window(point, x=0.3):\n", + " targets[i] = torch.tensor([0.], device=device)\n", + " if self._window(point, x=0.7):\n", + " targets[i] = torch.tensor([0.], device=device)\n", + " if self._door(point):\n", + " targets[i] = torch.tensor([2.], device=device)\n", + " \n", + " targets[i] = int(targets[i].item())\n", + " return points, targets" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "DATASET_SIZE = 5000\n", + "# generate dataset here" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Net" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# create network here" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Train" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# train here" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Test" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def test_door_domik(network, test_dataset):\n", + " domik_x = []\n", + " domik_y = []\n", + " nedomik_x = []\n", + " nedomik_y = []\n", + " door_x = []\n", + " door_y = []\n", + "\n", + " correct = 0\n", + " total = 0\n", + "\n", + " with torch.no_grad():\n", + " for sample in test_dataset:\n", + " inp, target = sample\n", + " output = network(inp)\n", + " _, output = torch.max(output, 0)\n", + " total += 1\n", + " correct += (output == target).sum().item()\n", + "\n", + " # dividing dataset for plotting\n", + " if output == 1:\n", + " domik_x.append(inp[0])\n", + " domik_y.append(inp[1])\n", + " elif output == 2:\n", + " door_x.append(inp[0])\n", + " door_y.append(inp[1])\n", + " else: \n", + " nedomik_x.append(inp[0])\n", + " nedomik_y.append(inp[1])\n", + " \n", + " plt.figure(figsize=(20,5))\n", + " plt.subplot(121)\n", + " test_dataset.show()\n", + " plt.subplot(122)\n", + " plt.plot(domik_x, domik_y, '.', nedomik_x, nedomik_y, '.', door_x, door_y, '.')\n", + "\n", + " print(f'Accuracy of the network on the {total} test samples: {100 * correct / total}')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "test_dataset = DoorDomikDataset(DATASET_SIZE*5)\n", + "test_door_domik(network=net, test_dataset=test_dataset)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/out_file.npz b/notebooks/out_file.npz new file mode 100644 index 0000000..5e7e7ad Binary files /dev/null and b/notebooks/out_file.npz differ diff --git a/notebooks/pyntcloud_plot.config.json b/notebooks/pyntcloud_plot.config.json new file mode 100644 index 0000000..7347192 --- /dev/null +++ b/notebooks/pyntcloud_plot.config.json @@ -0,0 +1 @@ +{"filename": "pyntcloud_plot", "camera_position": [508.0, 0.0, 36655.30078125], "look_at": [178.89285278320312, -86.64286041259766, 13040.7099609375], "point_size": 185.18650390625, "point_opacity": 0.9, "polylines_points": [], "polylines_colors": []} \ No newline at end of file diff --git a/notebooks/pyntcloud_plot.html b/notebooks/pyntcloud_plot.html new file mode 100644 index 0000000..401d8ea --- /dev/null +++ b/notebooks/pyntcloud_plot.html @@ -0,0 +1,239 @@ + + + + PyntCloud + + + + + + + +
+ +
+ +
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', + 'Find out how to get it here.' + ].join( '\n' ) : [ + 'Your browser does not seem to support WebGL.
', + 'Find out how to get it here.' + ].join( '\n' ); + + } + + return element; + + }, + + addGetWebGLMessage: function ( parameters ) { + + var parent, id, element; + + parameters = parameters || {}; + + parent = parameters.parent !== undefined ? parameters.parent : document.body; + id = parameters.id !== undefined ? parameters.id : 'oldie'; + + element = Detector.getWebGLErrorMessage(); + element.id = id; + + parent.appendChild( element ); + + } + +}; + +// browserify support +if ( typeof module === 'object' ) { + + module.exports = Detector; + +} diff --git a/notebooks/pyntcloud_plot_assets/OrbitControls.js b/notebooks/pyntcloud_plot_assets/OrbitControls.js new file mode 100644 index 0000000..bf662dd --- /dev/null +++ b/notebooks/pyntcloud_plot_assets/OrbitControls.js @@ -0,0 +1,1040 @@ +/** + * @author qiao / https://github.com/qiao + * @author mrdoob / http://mrdoob.com + * @author alteredq / http://alteredqualia.com/ + * @author WestLangley / http://github.com/WestLangley + * @author erich666 / http://erichaines.com + */ + +// This set of controls performs orbiting, dollying (zooming), and panning. +// Unlike TrackballControls, it maintains the "up" direction object.up (+Y by default). +// +// Orbit - left mouse / touch: one finger move +// Zoom - middle mouse, or mousewheel / touch: two finger spread or squish +// Pan - right mouse, or arrow keys / touch: three finger swipe + +THREE.OrbitControls = function ( object, domElement ) { + + this.object = object; + + this.domElement = ( domElement !== undefined ) ? domElement : document; + + // Set to false to disable this control + this.enabled = true; + + // "target" sets the location of focus, where the object orbits around + this.target = new THREE.Vector3(); + + // How far you can dolly in and out ( PerspectiveCamera only ) + this.minDistance = 0; + this.maxDistance = Infinity; + + // How far you can zoom in and out ( OrthographicCamera only ) + this.minZoom = 0; + this.maxZoom = Infinity; + + // How far you can orbit vertically, upper and lower limits. + // Range is 0 to Math.PI radians. + this.minPolarAngle = 0; // radians + this.maxPolarAngle = Math.PI; // radians + + // How far you can orbit horizontally, upper and lower limits. + // If set, must be a sub-interval of the interval [ - Math.PI, Math.PI ]. + this.minAzimuthAngle = - Infinity; // radians + this.maxAzimuthAngle = Infinity; // radians + + // Set to true to enable damping (inertia) + // If damping is enabled, you must call controls.update() in your animation loop + this.enableDamping = false; + this.dampingFactor = 0.25; + + // This option actually enables dollying in and out; left as "zoom" for backwards compatibility. + // Set to false to disable zooming + this.enableZoom = true; + this.zoomSpeed = 1.0; + + // Set to false to disable rotating + this.enableRotate = true; + this.rotateSpeed = 1.0; + + // Set to false to disable panning + this.enablePan = true; + this.keyPanSpeed = 7.0; // pixels moved per arrow key push + + // Set to true to automatically rotate around the target + // If auto-rotate is enabled, you must call controls.update() in your animation loop + this.autoRotate = false; + this.autoRotateSpeed = 2.0; // 30 seconds per round when fps is 60 + + // Set to false to disable use of the keys + this.enableKeys = true; + + // The four arrow keys + this.keys = { LEFT: 37, UP: 38, RIGHT: 39, BOTTOM: 40 }; + + // Mouse buttons + this.mouseButtons = { ORBIT: THREE.MOUSE.LEFT, ZOOM: THREE.MOUSE.MIDDLE, PAN: THREE.MOUSE.RIGHT }; + + // for reset + this.target0 = this.target.clone(); + this.position0 = this.object.position.clone(); + this.zoom0 = this.object.zoom; + + // + // public methods + // + + this.getPolarAngle = function () { + + return spherical.phi; + + }; + + this.getAzimuthalAngle = function () { + + return spherical.theta; + + }; + + this.saveState = function () { + + scope.target0.copy( scope.target ); + scope.position0.copy( scope.object.position ); + scope.zoom0 = scope.object.zoom; + + }; + + this.reset = function () { + + scope.target.copy( scope.target0 ); + scope.object.position.copy( scope.position0 ); + scope.object.zoom = scope.zoom0; + + scope.object.updateProjectionMatrix(); + scope.dispatchEvent( changeEvent ); + + scope.update(); + + state = STATE.NONE; + + }; + + // this method is exposed, but perhaps it would be better if we can make it private... + this.update = function () { + + var offset = new THREE.Vector3(); + + // so camera.up is the orbit axis + var quat = new THREE.Quaternion().setFromUnitVectors( object.up, new THREE.Vector3( 0, 1, 0 ) ); + var quatInverse = quat.clone().inverse(); + + var lastPosition = new THREE.Vector3(); + var lastQuaternion = new THREE.Quaternion(); + + return function update() { + + var position = scope.object.position; + + offset.copy( position ).sub( scope.target ); + + // rotate offset to "y-axis-is-up" space + offset.applyQuaternion( quat ); + + // angle from z-axis around y-axis + spherical.setFromVector3( offset ); + + if ( scope.autoRotate && state === STATE.NONE ) { + + rotateLeft( getAutoRotationAngle() ); + + } + + spherical.theta += sphericalDelta.theta; + spherical.phi += sphericalDelta.phi; + + // restrict theta to be between desired limits + spherical.theta = Math.max( scope.minAzimuthAngle, Math.min( scope.maxAzimuthAngle, spherical.theta ) ); + + // restrict phi to be between desired limits + spherical.phi = Math.max( scope.minPolarAngle, Math.min( scope.maxPolarAngle, spherical.phi ) ); + + spherical.makeSafe(); + + + spherical.radius *= scale; + + // restrict radius to be between desired limits + spherical.radius = Math.max( scope.minDistance, Math.min( scope.maxDistance, spherical.radius ) ); + + // move target to panned location + scope.target.add( panOffset ); + + offset.setFromSpherical( spherical ); + + // rotate offset back to "camera-up-vector-is-up" space + offset.applyQuaternion( quatInverse ); + + position.copy( scope.target ).add( offset ); + + scope.object.lookAt( scope.target ); + + if ( scope.enableDamping === true ) { + + sphericalDelta.theta *= ( 1 - scope.dampingFactor ); + sphericalDelta.phi *= ( 1 - scope.dampingFactor ); + + } else { + + sphericalDelta.set( 0, 0, 0 ); + + } + + scale = 1; + panOffset.set( 0, 0, 0 ); + + // update condition is: + // min(camera displacement, camera rotation in radians)^2 > EPS + // using small-angle approximation cos(x/2) = 1 - x^2 / 8 + + if ( zoomChanged || + lastPosition.distanceToSquared( scope.object.position ) > EPS || + 8 * ( 1 - lastQuaternion.dot( scope.object.quaternion ) ) > EPS ) { + + scope.dispatchEvent( changeEvent ); + + lastPosition.copy( scope.object.position ); + lastQuaternion.copy( scope.object.quaternion ); + zoomChanged = false; + + return true; + + } + + return false; + + }; + + }(); + + this.dispose = function () { + + scope.domElement.removeEventListener( 'contextmenu', onContextMenu, false ); + scope.domElement.removeEventListener( 'mousedown', onMouseDown, false ); + scope.domElement.removeEventListener( 'wheel', onMouseWheel, false ); + + scope.domElement.removeEventListener( 'touchstart', onTouchStart, false ); + scope.domElement.removeEventListener( 'touchend', onTouchEnd, false ); + scope.domElement.removeEventListener( 'touchmove', onTouchMove, false ); + + document.removeEventListener( 'mousemove', onMouseMove, false ); + document.removeEventListener( 'mouseup', onMouseUp, false ); + + window.removeEventListener( 'keydown', onKeyDown, false ); + + //scope.dispatchEvent( { type: 'dispose' } ); // should this be added here? + + }; + + // + // internals + // + + var scope = this; + + var changeEvent = { type: 'change' }; + var startEvent = { type: 'start' }; + var endEvent = { type: 'end' }; + + var STATE = { NONE: - 1, ROTATE: 0, DOLLY: 1, PAN: 2, TOUCH_ROTATE: 3, TOUCH_DOLLY: 4, TOUCH_PAN: 5 }; + + var state = STATE.NONE; + + var EPS = 0.000001; + + // current position in spherical coordinates + var spherical = new THREE.Spherical(); + var sphericalDelta = new THREE.Spherical(); + + var scale = 1; + var panOffset = new THREE.Vector3(); + var zoomChanged = false; + + var rotateStart = new THREE.Vector2(); + var rotateEnd = new THREE.Vector2(); + var rotateDelta = new THREE.Vector2(); + + var panStart = new THREE.Vector2(); + var panEnd = new THREE.Vector2(); + var panDelta = new THREE.Vector2(); + + var dollyStart = new THREE.Vector2(); + var dollyEnd = new THREE.Vector2(); + var dollyDelta = new THREE.Vector2(); + + function getAutoRotationAngle() { + + return 2 * Math.PI / 60 / 60 * scope.autoRotateSpeed; + + } + + function getZoomScale() { + + return Math.pow( 0.95, scope.zoomSpeed ); + + } + + function rotateLeft( angle ) { + + sphericalDelta.theta -= angle; + + } + + function rotateUp( angle ) { + + sphericalDelta.phi -= angle; + + } + + var panLeft = function () { + + var v = new THREE.Vector3(); + + return function panLeft( distance, objectMatrix ) { + + v.setFromMatrixColumn( objectMatrix, 0 ); // get X column of objectMatrix + v.multiplyScalar( - distance ); + + panOffset.add( v ); + + }; + + }(); + + var panUp = function () { + + var v = new THREE.Vector3(); + + return function panUp( distance, objectMatrix ) { + + v.setFromMatrixColumn( objectMatrix, 1 ); // get Y column of objectMatrix + v.multiplyScalar( distance ); + + panOffset.add( v ); + + }; + + }(); + + // deltaX and deltaY are in pixels; right and down are positive + var pan = function () { + + var offset = new THREE.Vector3(); + + return function pan( deltaX, deltaY ) { + + var element = scope.domElement === document ? scope.domElement.body : scope.domElement; + + if ( scope.object instanceof THREE.PerspectiveCamera ) { + + // perspective + var position = scope.object.position; + offset.copy( position ).sub( scope.target ); + var targetDistance = offset.length(); + + // half of the fov is center to top of screen + targetDistance *= Math.tan( ( scope.object.fov / 2 ) * Math.PI / 180.0 ); + + // we actually don't use screenWidth, since perspective camera is fixed to screen height + panLeft( 2 * deltaX * targetDistance / element.clientHeight, scope.object.matrix ); + panUp( 2 * deltaY * targetDistance / element.clientHeight, scope.object.matrix ); + + } else if ( scope.object instanceof THREE.OrthographicCamera ) { + + // orthographic + panLeft( deltaX * ( scope.object.right - scope.object.left ) / scope.object.zoom / element.clientWidth, scope.object.matrix ); + panUp( deltaY * ( scope.object.top - scope.object.bottom ) / scope.object.zoom / element.clientHeight, scope.object.matrix ); + + } else { + + // camera neither orthographic nor perspective + console.warn( 'WARNING: OrbitControls.js encountered an unknown camera type - pan disabled.' ); + scope.enablePan = false; + + } + + }; + + }(); + + function dollyIn( dollyScale ) { + + if ( scope.object instanceof THREE.PerspectiveCamera ) { + + scale /= dollyScale; + + } else if ( scope.object instanceof THREE.OrthographicCamera ) { + + scope.object.zoom = Math.max( scope.minZoom, Math.min( scope.maxZoom, scope.object.zoom * dollyScale ) ); + scope.object.updateProjectionMatrix(); + zoomChanged = true; + + } else { + + console.warn( 'WARNING: OrbitControls.js encountered an unknown camera type - dolly/zoom disabled.' ); + scope.enableZoom = false; + + } + + } + + function dollyOut( dollyScale ) { + + if ( scope.object instanceof THREE.PerspectiveCamera ) { + + scale *= dollyScale; + + } else if ( scope.object instanceof THREE.OrthographicCamera ) { + + scope.object.zoom = Math.max( scope.minZoom, Math.min( scope.maxZoom, scope.object.zoom / dollyScale ) ); + scope.object.updateProjectionMatrix(); + zoomChanged = true; + + } else { + + console.warn( 'WARNING: OrbitControls.js encountered an unknown camera type - dolly/zoom disabled.' ); + scope.enableZoom = false; + + } + + } + + // + // event callbacks - update the object state + // + + function handleMouseDownRotate( event ) { + + //console.log( 'handleMouseDownRotate' ); + + rotateStart.set( event.clientX, event.clientY ); + + } + + function handleMouseDownDolly( event ) { + + //console.log( 'handleMouseDownDolly' ); + + dollyStart.set( event.clientX, event.clientY ); + + } + + function handleMouseDownPan( event ) { + + //console.log( 'handleMouseDownPan' ); + + panStart.set( event.clientX, event.clientY ); + + } + + function handleMouseMoveRotate( event ) { + + //console.log( 'handleMouseMoveRotate' ); + + rotateEnd.set( event.clientX, event.clientY ); + rotateDelta.subVectors( rotateEnd, rotateStart ); + + var element = scope.domElement === document ? scope.domElement.body : scope.domElement; + + // rotating across whole screen goes 360 degrees around + rotateLeft( 2 * Math.PI * rotateDelta.x / element.clientWidth * scope.rotateSpeed ); + + // rotating up and down along whole screen attempts to go 360, but limited to 180 + rotateUp( 2 * Math.PI * rotateDelta.y / element.clientHeight * scope.rotateSpeed ); + + rotateStart.copy( rotateEnd ); + + scope.update(); + + } + + function handleMouseMoveDolly( event ) { + + //console.log( 'handleMouseMoveDolly' ); + + dollyEnd.set( event.clientX, event.clientY ); + + dollyDelta.subVectors( dollyEnd, dollyStart ); + + if ( dollyDelta.y > 0 ) { + + dollyIn( getZoomScale() ); + + } else if ( dollyDelta.y < 0 ) { + + dollyOut( getZoomScale() ); + + } + + dollyStart.copy( dollyEnd ); + + scope.update(); + + } + + function handleMouseMovePan( event ) { + + //console.log( 'handleMouseMovePan' ); + + panEnd.set( event.clientX, event.clientY ); + + panDelta.subVectors( panEnd, panStart ); + + pan( panDelta.x, panDelta.y ); + + panStart.copy( panEnd ); + + scope.update(); + + } + + function handleMouseUp( event ) { + + // console.log( 'handleMouseUp' ); + + } + + function handleMouseWheel( event ) { + + // console.log( 'handleMouseWheel' ); + + if ( event.deltaY < 0 ) { + + dollyOut( getZoomScale() ); + + } else if ( event.deltaY > 0 ) { + + dollyIn( getZoomScale() ); + + } + + scope.update(); + + } + + function handleKeyDown( event ) { + + //console.log( 'handleKeyDown' ); + + switch ( event.keyCode ) { + + case scope.keys.UP: + pan( 0, scope.keyPanSpeed ); + scope.update(); + break; + + case scope.keys.BOTTOM: + pan( 0, - scope.keyPanSpeed ); + scope.update(); + break; + + case scope.keys.LEFT: + pan( scope.keyPanSpeed, 0 ); + scope.update(); + break; + + case scope.keys.RIGHT: + pan( - scope.keyPanSpeed, 0 ); + scope.update(); + break; + + } + + } + + function handleTouchStartRotate( event ) { + + //console.log( 'handleTouchStartRotate' ); + + rotateStart.set( event.touches[ 0 ].pageX, event.touches[ 0 ].pageY ); + + } + + function handleTouchStartDolly( event ) { + + //console.log( 'handleTouchStartDolly' ); + + var dx = event.touches[ 0 ].pageX - event.touches[ 1 ].pageX; + var dy = event.touches[ 0 ].pageY - event.touches[ 1 ].pageY; + + var distance = Math.sqrt( dx * dx + dy * dy ); + + dollyStart.set( 0, distance ); + + } + + function handleTouchStartPan( event ) { + + //console.log( 'handleTouchStartPan' ); + + panStart.set( event.touches[ 0 ].pageX, event.touches[ 0 ].pageY ); + + } + + function handleTouchMoveRotate( event ) { + + //console.log( 'handleTouchMoveRotate' ); + + rotateEnd.set( event.touches[ 0 ].pageX, event.touches[ 0 ].pageY ); + rotateDelta.subVectors( rotateEnd, rotateStart ); + + var element = scope.domElement === document ? scope.domElement.body : scope.domElement; + + // rotating across whole screen goes 360 degrees around + rotateLeft( 2 * Math.PI * rotateDelta.x / element.clientWidth * scope.rotateSpeed ); + + // rotating up and down along whole screen attempts to go 360, but limited to 180 + rotateUp( 2 * Math.PI * rotateDelta.y / element.clientHeight * scope.rotateSpeed ); + + rotateStart.copy( rotateEnd ); + + scope.update(); + + } + + function handleTouchMoveDolly( event ) { + + //console.log( 'handleTouchMoveDolly' ); + + var dx = event.touches[ 0 ].pageX - event.touches[ 1 ].pageX; + var dy = event.touches[ 0 ].pageY - event.touches[ 1 ].pageY; + + var distance = Math.sqrt( dx * dx + dy * dy ); + + dollyEnd.set( 0, distance ); + + dollyDelta.subVectors( dollyEnd, dollyStart ); + + if ( dollyDelta.y > 0 ) { + + dollyOut( getZoomScale() ); + + } else if ( dollyDelta.y < 0 ) { + + dollyIn( getZoomScale() ); + + } + + dollyStart.copy( dollyEnd ); + + scope.update(); + + } + + function handleTouchMovePan( event ) { + + //console.log( 'handleTouchMovePan' ); + + panEnd.set( event.touches[ 0 ].pageX, event.touches[ 0 ].pageY ); + + panDelta.subVectors( panEnd, panStart ); + + pan( panDelta.x, panDelta.y ); + + panStart.copy( panEnd ); + + scope.update(); + + } + + function handleTouchEnd( event ) { + + //console.log( 'handleTouchEnd' ); + + } + + // + // event handlers - FSM: listen for events and reset state + // + + function onMouseDown( event ) { + + if ( scope.enabled === false ) return; + + event.preventDefault(); + + switch ( event.button ) { + + case scope.mouseButtons.ORBIT: + + if ( scope.enableRotate === false ) return; + + handleMouseDownRotate( event ); + + state = STATE.ROTATE; + + break; + + case scope.mouseButtons.ZOOM: + + if ( scope.enableZoom === false ) return; + + handleMouseDownDolly( event ); + + state = STATE.DOLLY; + + break; + + case scope.mouseButtons.PAN: + + if ( scope.enablePan === false ) return; + + handleMouseDownPan( event ); + + state = STATE.PAN; + + break; + + } + + if ( state !== STATE.NONE ) { + + document.addEventListener( 'mousemove', onMouseMove, false ); + document.addEventListener( 'mouseup', onMouseUp, false ); + + scope.dispatchEvent( startEvent ); + + } + + } + + function onMouseMove( event ) { + + if ( scope.enabled === false ) return; + + event.preventDefault(); + + switch ( state ) { + + case STATE.ROTATE: + + if ( scope.enableRotate === false ) return; + + handleMouseMoveRotate( event ); + + break; + + case STATE.DOLLY: + + if ( scope.enableZoom === false ) return; + + handleMouseMoveDolly( event ); + + break; + + case STATE.PAN: + + if ( scope.enablePan === false ) return; + + handleMouseMovePan( event ); + + break; + + } + + } + + function onMouseUp( event ) { + + if ( scope.enabled === false ) return; + + handleMouseUp( event ); + + document.removeEventListener( 'mousemove', onMouseMove, false ); + document.removeEventListener( 'mouseup', onMouseUp, false ); + + scope.dispatchEvent( endEvent ); + + state = STATE.NONE; + + } + + function onMouseWheel( event ) { + + if ( scope.enabled === false || scope.enableZoom === false || ( state !== STATE.NONE && state !== STATE.ROTATE ) ) return; + + event.preventDefault(); + event.stopPropagation(); + + handleMouseWheel( event ); + + scope.dispatchEvent( startEvent ); // not sure why these are here... + scope.dispatchEvent( endEvent ); + + } + + function onKeyDown( event ) { + + if ( scope.enabled === false || scope.enableKeys === false || scope.enablePan === false ) return; + + handleKeyDown( event ); + + } + + function onTouchStart( event ) { + + if ( scope.enabled === false ) return; + + switch ( event.touches.length ) { + + case 1: // one-fingered touch: rotate + + if ( scope.enableRotate === false ) return; + + handleTouchStartRotate( event ); + + state = STATE.TOUCH_ROTATE; + + break; + + case 2: // two-fingered touch: dolly + + if ( scope.enableZoom === false ) return; + + handleTouchStartDolly( event ); + + state = STATE.TOUCH_DOLLY; + + break; + + case 3: // three-fingered touch: pan + + if ( scope.enablePan === false ) return; + + handleTouchStartPan( event ); + + state = STATE.TOUCH_PAN; + + break; + + default: + + state = STATE.NONE; + + } + + if ( state !== STATE.NONE ) { + + scope.dispatchEvent( startEvent ); + + } + + } + + function onTouchMove( event ) { + + if ( scope.enabled === false ) return; + + event.preventDefault(); + event.stopPropagation(); + + switch ( event.touches.length ) { + + case 1: // one-fingered touch: rotate + + if ( scope.enableRotate === false ) return; + if ( state !== STATE.TOUCH_ROTATE ) return; // is this needed?... + + handleTouchMoveRotate( event ); + + break; + + case 2: // two-fingered touch: dolly + + if ( scope.enableZoom === false ) return; + if ( state !== STATE.TOUCH_DOLLY ) return; // is this needed?... + + handleTouchMoveDolly( event ); + + break; + + case 3: // three-fingered touch: pan + + if ( scope.enablePan === false ) return; + if ( state !== STATE.TOUCH_PAN ) return; // is this needed?... + + handleTouchMovePan( event ); + + break; + + default: + + state = STATE.NONE; + + } + + } + + function onTouchEnd( event ) { + + if ( scope.enabled === false ) return; + + handleTouchEnd( event ); + + scope.dispatchEvent( endEvent ); + + state = STATE.NONE; + + } + + function onContextMenu( event ) { + + event.preventDefault(); + + } + + // + + scope.domElement.addEventListener( 'contextmenu', onContextMenu, false ); + + scope.domElement.addEventListener( 'mousedown', onMouseDown, false ); + scope.domElement.addEventListener( 'wheel', onMouseWheel, false ); + + scope.domElement.addEventListener( 'touchstart', onTouchStart, false ); + scope.domElement.addEventListener( 'touchend', onTouchEnd, false ); + scope.domElement.addEventListener( 'touchmove', onTouchMove, false ); + + window.addEventListener( 'keydown', onKeyDown, false ); + + // force an update at start + + this.update(); + +}; + +THREE.OrbitControls.prototype = Object.create( THREE.EventDispatcher.prototype ); +THREE.OrbitControls.prototype.constructor = THREE.OrbitControls; + +Object.defineProperties( THREE.OrbitControls.prototype, { + + center: { + + get: function () { + + console.warn( 'THREE.OrbitControls: .center has been renamed to .target' ); + return this.target; + + } + + }, + + // backward compatibility + + noZoom: { + + get: function () { + + console.warn( 'THREE.OrbitControls: .noZoom has been deprecated. Use .enableZoom instead.' ); + return ! this.enableZoom; + + }, + + set: function ( value ) { + + console.warn( 'THREE.OrbitControls: .noZoom has been deprecated. Use .enableZoom instead.' ); + this.enableZoom = ! value; + + } + + }, + + noRotate: { + + get: function () { + + console.warn( 'THREE.OrbitControls: .noRotate has been deprecated. Use .enableRotate instead.' ); + return ! this.enableRotate; + + }, + + set: function ( value ) { + + console.warn( 'THREE.OrbitControls: .noRotate has been deprecated. Use .enableRotate instead.' ); + this.enableRotate = ! value; + + } + + }, + + noPan: { + + get: function () { + + console.warn( 'THREE.OrbitControls: .noPan has been deprecated. Use .enablePan instead.' ); + return ! this.enablePan; + + }, + + set: function ( value ) { + + console.warn( 'THREE.OrbitControls: .noPan has been deprecated. Use .enablePan instead.' ); + this.enablePan = ! value; + + } + + }, + + noKeys: { + + get: function () { + + console.warn( 'THREE.OrbitControls: .noKeys has been deprecated. Use .enableKeys instead.' ); + return ! this.enableKeys; + + }, + + set: function ( value ) { + + console.warn( 'THREE.OrbitControls: .noKeys has been deprecated. Use .enableKeys instead.' ); + this.enableKeys = ! value; + + } + + }, + + staticMoving: { + + get: function () { + + console.warn( 'THREE.OrbitControls: .staticMoving has been deprecated. Use .enableDamping instead.' ); + return ! this.enableDamping; + + }, + + set: function ( value ) { + + console.warn( 'THREE.OrbitControls: .staticMoving has been deprecated. Use .enableDamping instead.' ); + this.enableDamping = ! value; + + } + + }, + + dynamicDampingFactor: { + + get: function () { + + console.warn( 'THREE.OrbitControls: .dynamicDampingFactor has been renamed. Use .dampingFactor instead.' ); + return this.dampingFactor; + + }, + + set: function ( value ) { + + console.warn( 'THREE.OrbitControls: .dynamicDampingFactor has been renamed. Use .dampingFactor instead.' ); + this.dampingFactor = value; + + } + + } + +} ); diff --git a/notebooks/pyntcloud_plot_assets/PLYLoader.js b/notebooks/pyntcloud_plot_assets/PLYLoader.js new file mode 100644 index 0000000..182d71e --- /dev/null +++ b/notebooks/pyntcloud_plot_assets/PLYLoader.js @@ -0,0 +1,501 @@ +/** + * @author Wei Meng / http://about.me/menway + * + * Description: A THREE loader for PLY ASCII files (known as the Polygon + * File Format or the Stanford Triangle Format). + * + * Limitations: ASCII decoding assumes file is UTF-8. + * + * Usage: + * var loader = new THREE.PLYLoader(); + * loader.load('./models/ply/ascii/dolphins.ply', function (geometry) { + * + * scene.add( new THREE.Mesh( geometry ) ); + * + * } ); + * + * If the PLY file uses non standard property names, they can be mapped while + * loading. For example, the following maps the properties + * “diffuse_(red|green|blue)” in the file to standard color names. + * + * loader.setPropertyNameMapping( { + * diffuse_red: 'red', + * diffuse_green: 'green', + * diffuse_blue: 'blue' + * } ); + * + */ + + +THREE.PLYLoader = function ( manager ) { + + this.manager = ( manager !== undefined ) ? manager : THREE.DefaultLoadingManager; + + this.propertyNameMapping = {}; + +}; + +THREE.PLYLoader.prototype = { + + constructor: THREE.PLYLoader, + + load: function ( url, onLoad, onProgress, onError ) { + + var scope = this; + + var loader = new THREE.FileLoader( this.manager ); + loader.setResponseType( 'arraybuffer' ); + loader.load( url, function ( text ) { + + onLoad( scope.parse( text ) ); + + }, onProgress, onError ); + + }, + + setPropertyNameMapping: function ( mapping ) { + + this.propertyNameMapping = mapping; + + }, + + parse: function ( data ) { + + function isASCII( data ) { + + var header = parseHeader( bin2str( data ) ); + return header.format === 'ascii'; + + } + + function bin2str( buf ) { + + var array_buffer = new Uint8Array( buf ); + var str = ''; + + for ( var i = 0; i < buf.byteLength; i ++ ) { + + str += String.fromCharCode( array_buffer[ i ] ); // implicitly assumes little-endian + + } + + return str; + + } + + function parseHeader( data ) { + + var patternHeader = /ply([\s\S]*)end_header\s/; + var headerText = ''; + var headerLength = 0; + var result = patternHeader.exec( data ); + + if ( result !== null ) { + + headerText = result [ 1 ]; + headerLength = result[ 0 ].length; + + } + + var header = { + comments: [], + elements: [], + headerLength: headerLength + }; + + var lines = headerText.split( '\n' ); + var currentElement; + var lineType, lineValues; + + function make_ply_element_property( propertValues, propertyNameMapping ) { + + var property = { type: propertValues[ 0 ] }; + + if ( property.type === 'list' ) { + + property.name = propertValues[ 3 ]; + property.countType = propertValues[ 1 ]; + property.itemType = propertValues[ 2 ]; + + } else { + + property.name = propertValues[ 1 ]; + + } + + if ( property.name in propertyNameMapping ) { + + property.name = propertyNameMapping[ property.name ]; + + } + + return property; + + } + + for ( var i = 0; i < lines.length; i ++ ) { + + var line = lines[ i ]; + line = line.trim(); + + if ( line === '' ) continue; + + lineValues = line.split( /\s+/ ); + lineType = lineValues.shift(); + line = lineValues.join( ' ' ); + + switch ( lineType ) { + + case 'format': + + header.format = lineValues[ 0 ]; + header.version = lineValues[ 1 ]; + + break; + + case 'comment': + + header.comments.push( line ); + + break; + + case 'element': + + if ( currentElement !== undefined ) { + + header.elements.push( currentElement ); + + } + + currentElement = {}; + currentElement.name = lineValues[ 0 ]; + currentElement.count = parseInt( lineValues[ 1 ] ); + currentElement.properties = []; + + break; + + case 'property': + + currentElement.properties.push( make_ply_element_property( lineValues, scope.propertyNameMapping ) ); + + break; + + + default: + + console.log( 'unhandled', lineType, lineValues ); + + } + + } + + if ( currentElement !== undefined ) { + + header.elements.push( currentElement ); + + } + + return header; + + } + + function parseASCIINumber( n, type ) { + + switch ( type ) { + + case 'char': case 'uchar': case 'short': case 'ushort': case 'int': case 'uint': + case 'int8': case 'uint8': case 'int16': case 'uint16': case 'int32': case 'uint32': + + return parseInt( n ); + + case 'float': case 'double': case 'float32': case 'float64': + + return parseFloat( n ); + + } + + } + + function parseASCIIElement( properties, line ) { + + var values = line.split( /\s+/ ); + + var element = {}; + + for ( var i = 0; i < properties.length; i ++ ) { + + if ( properties[ i ].type === 'list' ) { + + var list = []; + var n = parseASCIINumber( values.shift(), properties[ i ].countType ); + + for ( var j = 0; j < n; j ++ ) { + + list.push( parseASCIINumber( values.shift(), properties[ i ].itemType ) ); + + } + + element[ properties[ i ].name ] = list; + + } else { + + element[ properties[ i ].name ] = parseASCIINumber( values.shift(), properties[ i ].type ); + + } + + } + + return element; + + } + + function parseASCII( data ) { + + // PLY ascii format specification, as per http://en.wikipedia.org/wiki/PLY_(file_format) + + var buffer = { + indices : [], + vertices : [], + normals : [], + uvs : [], + colors : [] + }; + + var result; + + var header = parseHeader( data ); + + var patternBody = /end_header\s([\s\S]*)$/; + var body = ''; + if ( ( result = patternBody.exec( data ) ) !== null ) { + + body = result [ 1 ]; + + } + + var lines = body.split( '\n' ); + var currentElement = 0; + var currentElementCount = 0; + + for ( var i = 0; i < lines.length; i ++ ) { + + var line = lines[ i ]; + line = line.trim(); + if ( line === '' ) { + + continue; + + } + + if ( currentElementCount >= header.elements[ currentElement ].count ) { + + currentElement ++; + currentElementCount = 0; + + } + + var element = parseASCIIElement( header.elements[ currentElement ].properties, line ); + + handleElement( buffer, header.elements[ currentElement ].name, element ); + + currentElementCount ++; + + } + + return postProcess( buffer ); + + } + + function postProcess( buffer ) { + + var geometry = new THREE.BufferGeometry(); + + // mandatory buffer data + + if ( buffer.indices.length > 0 ) { + + geometry.setIndex( buffer.indices ); + + } + + geometry.addAttribute( 'position', new THREE.Float32BufferAttribute( buffer.vertices, 3 ) ); + + // optional buffer data + + if ( buffer.normals.length > 0 ) { + + geometry.addAttribute( 'normal', new THREE.Float32BufferAttribute( buffer.normals, 3 ) ); + + } + + if ( buffer.uvs.length > 0 ) { + + geometry.addAttribute( 'uv', new THREE.Float32BufferAttribute( buffer.uvs, 2 ) ); + + } + + if ( buffer.colors.length > 0 ) { + + geometry.addAttribute( 'color', new THREE.Float32BufferAttribute( buffer.colors, 3 ) ); + + } + + geometry.computeBoundingSphere(); + + return geometry; + + } + + function handleElement( buffer, elementName, element ) { + + if ( elementName === 'vertex' ) { + + buffer.vertices.push( element.x, element.y, element.z ); + + if ( 'nx' in element && 'ny' in element && 'nz' in element ) { + + buffer.normals.push( element.nx, element.ny, element.nz ); + + } + + if ( 's' in element && 't' in element ) { + + buffer.uvs.push( element.s, element.t ); + + } + + if ( 'red' in element && 'green' in element && 'blue' in element ) { + + buffer.colors.push( element.red / 255.0, element.green / 255.0, element.blue / 255.0 ); + + } + + } else if ( elementName === 'face' ) { + + var vertex_indices = element.vertex_indices || element.vertex_index; // issue #9338 + + if ( vertex_indices.length === 3 ) { + + buffer.indices.push( vertex_indices[ 0 ], vertex_indices[ 1 ], vertex_indices[ 2 ] ); + + } else if ( vertex_indices.length === 4 ) { + + buffer.indices.push( vertex_indices[ 0 ], vertex_indices[ 1 ], vertex_indices[ 3 ] ); + buffer.indices.push( vertex_indices[ 1 ], vertex_indices[ 2 ], vertex_indices[ 3 ] ); + + } + + } + + } + + function binaryRead( dataview, at, type, little_endian ) { + + switch ( type ) { + + // corespondences for non-specific length types here match rply: + case 'int8': case 'char': return [ dataview.getInt8( at ), 1 ]; + case 'uint8': case 'uchar': return [ dataview.getUint8( at ), 1 ]; + case 'int16': case 'short': return [ dataview.getInt16( at, little_endian ), 2 ]; + case 'uint16': case 'ushort': return [ dataview.getUint16( at, little_endian ), 2 ]; + case 'int32': case 'int': return [ dataview.getInt32( at, little_endian ), 4 ]; + case 'uint32': case 'uint': return [ dataview.getUint32( at, little_endian ), 4 ]; + case 'float32': case 'float': return [ dataview.getFloat32( at, little_endian ), 4 ]; + case 'float64': case 'double': return [ dataview.getFloat64( at, little_endian ), 8 ]; + + } + + } + + function binaryReadElement( dataview, at, properties, little_endian ) { + + var element = {}; + var result, read = 0; + + for ( var i = 0; i < properties.length; i ++ ) { + + if ( properties[ i ].type === 'list' ) { + + var list = []; + + result = binaryRead( dataview, at + read, properties[ i ].countType, little_endian ); + var n = result[ 0 ]; + read += result[ 1 ]; + + for ( var j = 0; j < n; j ++ ) { + + result = binaryRead( dataview, at + read, properties[ i ].itemType, little_endian ); + list.push( result[ 0 ] ); + read += result[ 1 ]; + + } + + element[ properties[ i ].name ] = list; + + } else { + + result = binaryRead( dataview, at + read, properties[ i ].type, little_endian ); + element[ properties[ i ].name ] = result[ 0 ]; + read += result[ 1 ]; + + } + + } + + return [ element, read ]; + + } + + function parseBinary( data ) { + + var buffer = { + indices : [], + vertices : [], + normals : [], + uvs : [], + colors : [] + }; + + var header = parseHeader( bin2str( data ) ); + var little_endian = ( header.format === 'binary_little_endian' ); + var body = new DataView( data, header.headerLength ); + var result, loc = 0; + + for ( var currentElement = 0; currentElement < header.elements.length; currentElement ++ ) { + + for ( var currentElementCount = 0; currentElementCount < header.elements[ currentElement ].count; currentElementCount ++ ) { + + result = binaryReadElement( body, loc, header.elements[ currentElement ].properties, little_endian ); + loc += result[ 1 ]; + var element = result[ 0 ]; + + handleElement( buffer, header.elements[ currentElement ].name, element ); + + } + + } + + return postProcess( buffer ); + + } + + // + + var geometry; + var scope = this; + + if ( data instanceof ArrayBuffer ) { + + geometry = isASCII( data ) ? parseASCII( bin2str( data ) ) : parseBinary( data ); + + } else { + + geometry = parseASCII( data ); + + } + + return geometry; + + } + +}; diff --git 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Automatically save values to localStorage on exit.
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