diff --git a/your-code/main.ipynb b/your-code/main.ipynb index a5caf8b..72b6889 100755 --- a/your-code/main.ipynb +++ b/your-code/main.ipynb @@ -20,8 +20,240 @@ "\n", "%matplotlib inline\n", "\n", + "# 📚 Basic Libraries\n", + "import pandas as pd\n", "import numpy as np\n", - "import pandas as pd" + "import datetime as datetime\n", + "\n", + "# 📊 Visualizations\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# 🔧 Basic functions\n", + "def snake_columns(data): \n", + " \"\"\"\n", + " returns the columns in snake case\n", + " \"\"\"\n", + " data.columns = [column.lower().replace(' ', '_') for column in data.columns]\n", + " \n", + "def open_data(data): # returns shape, data types & shows a small sample\n", + " print(f\"Data shape is {data.shape}.\")\n", + " print()\n", + " print(data.dtypes)\n", + " print()\n", + " print(\"Data row sample and full columns:\")\n", + " return data.sample(5)\n", + "\n", + "# 🎯 Specific functions\n", + "def explore_data(data): # sum & returns duplicates, NaN & empty spaces\n", + " duplicate_rows = data.duplicated().sum()\n", + " nan_values = data.isna().sum()\n", + " empty_spaces = data.eq(' ').sum()\n", + " nan_pct = round((data.isna().sum()/len(data)*100),2)\n", + " import pandas as pd\n", + " exploration = pd.DataFrame({\"NaN\": nan_values, \"NaN %\": nan_pct, \"EmptySpaces\": empty_spaces}) # New dataframe with the results\n", + " print(f\"There are {duplicate_rows} duplicate rows. Also;\")\n", + " return exploration\n", + "\n", + "def outliers(data, threshold = 1.5, result = \"outliers\"): \n", + " \"\"\"\n", + " Identifies the outliers in each column and returns a dataframe with only the outliers.\n", + "\n", + " If the parameter result = \"slayed\" it returns the dataframe passed in without outliers\n", + " \"\"\"\n", + " import numpy as np\n", + " import pandas as pd\n", + " outliers=[]\n", + " for column in data.select_dtypes(include=[np.number]):\n", + " Q1 = data[column].quantile(0.25)\n", + " Q3 = data[column].quantile(0.75)\n", + " IQR = Q3 - Q1\n", + " lower_bound = Q1 - threshold * IQR\n", + " upper_bound = Q3 + threshold * IQR\n", + " if result == \"slayed\":\n", + " data = data[(data[column] >= lower_bound) & (data[column] <= upper_bound)]\n", + " else:\n", + " outliers.append(data[(data[column] < lower_bound) | (data[column] > upper_bound)])\n", + " if result == \"slayed\":\n", + " return data\n", + " else:\n", + " outliers_df = pd.concat(outliers).drop_duplicates()\n", + " return outliers_df\n", + "\n", + "\n", + "def evaluate_regresion_model(df, target, size=0.3, random=42, shuff=True, round_digits=4):\n", + " \"\"\"\n", + " Function to automatically evaluate ML regresion models and returns a df with the comparison\n", + " \"\"\"\n", + " from sklearn.model_selection import train_test_split\n", + " from sklearn.linear_model import LinearRegression, Ridge, Lasso\n", + " import xgboost as xgb\n", + " from sklearn.neighbors import KNeighborsRegressor\n", + " from sklearn.tree import DecisionTreeRegressor\n", + " from sklearn.metrics import r2_score, mean_squared_error, mean_absolute_error, root_mean_squared_error\n", + " import pandas as pd\n", + "\n", + " # Definition of the models\n", + " models = {\n", + " 'Linear Regression': LinearRegression(),\n", + " 'Ridge': Ridge(),\n", + " 'Lasso': Lasso(),\n", + " 'Decision Tree': DecisionTreeRegressor(),\n", + " 'KNN': KNeighborsRegressor(),\n", + " 'XGBoost': xgb.XGBRegressor()\n", + " }\n", + "\n", + " metrics = {\n", + " 'Model': [],\n", + " 'R²': [],\n", + " 'RMSE': [],\n", + " 'MSE': [],\n", + " 'MAE': []\n", + " }\n", + " \n", + " # Separate features and target\n", + " X = df.drop(columns=[target])\n", + " y = df[target]\n", + "\n", + " # Separate data into train and test:\n", + " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = size, random_state = random, shuffle = shuff)\n", + "\n", + " #Run all the models and store the results\n", + " for key, model in models.items():\n", + " model.fit(X_train, y_train)\n", + " predictions = model.predict(X_test)\n", + " metrics['Model'].append(key)\n", + " metrics['R²'].append(r2_score(y_test, predictions))\n", + " metrics['RMSE'].append(root_mean_squared_error(y_test, predictions))\n", + " metrics['MSE'].append(mean_squared_error(y_test, predictions))\n", + " metrics['MAE'].append(mean_absolute_error(y_test, predictions))\n", + "\n", + " df_metrics = round(pd.DataFrame(metrics),round_digits)\n", + " return df_metrics.set_index(\"Model\").T\n", + "\n", + "def range_verifier(value):\n", + " return isinstance(value, range)\n", + "\n", + "def evaluate_clasification_model(df, target, size=0.3, random=42, shuff=True, neighbors=3, trees=3):\n", + " \"\"\"\n", + " Function to automatically evaluate ML clasification models and shows results.\n", + " Parameters neighbors and tree can be:\n", + " - integers to define the number of neighbors and depth of tree levels\n", + " - ranges (ex. range(5, 30)) to tune the parameter\n", + " \"\"\"\n", + " from sklearn.model_selection import train_test_split\n", + " from sklearn.linear_model import LogisticRegression \n", + " import xgboost as xgb\n", + " from sklearn.neighbors import KNeighborsClassifier\n", + " from sklearn.tree import DecisionTreeClassifier\n", + " from sklearn.svm import LinearSVC\n", + " from sklearn.metrics import roc_curve, confusion_matrix, ConfusionMatrixDisplay, classification_report\n", + " import matplotlib.pyplot as plt\n", + "\n", + " # Separate features and target\n", + " X = df.drop(columns=[target])\n", + " y = df[target]\n", + "\n", + " # Separate data into train and test:\n", + " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = size, random_state = random, shuffle = shuff)\n", + "\n", + " # Determine the optimal number of neighbors if `neighbors` is a range\n", + " if range_verifier(neighbors) == False:\n", + " num_neighbors = neighbors\n", + " else:\n", + " n_test = {}\n", + " for neighbor in neighbors:\n", + " model = KNeighborsClassifier(n_neighbors=neighbor)\n", + " model.fit(X_train, y_train)\n", + " n_test[neighbor] = model.score(X_test,y_test)\n", + " num_neighbors = max(n_test, key=n_test.get)\n", + "\n", + " # Determine the optimal tree depth if `trees` is a range\n", + " if range_verifier(trees) == False:\n", + " num_trees = trees\n", + " else:\n", + " t_test = {}\n", + " for tree in trees:\n", + " model = DecisionTreeClassifier(max_depth=tree)\n", + " model.fit(X_train, y_train)\n", + " t_test[tree] = model.score(X_test,y_test)\n", + " num_trees = max(t_test, key=t_test.get)\n", + "\n", + " # Definition of the models\n", + " models = {\n", + " 'Logistic Regression': LogisticRegression(),\n", + " 'KNN': KNeighborsClassifier(n_neighbors=num_neighbors),\n", + " 'Decision Tree': DecisionTreeClassifier(max_depth=num_trees),\n", + " 'SVM': LinearSVC(),\n", + " 'XGBoost': xgb.XGBClassifier()\n", + " }\n", + " \n", + " #Run all the models and store the results\n", + " for key, model in models.items():\n", + " model.fit(X_train, y_train)\n", + " predictions = model.predict(X_test)\n", + " print(\"\\n---------------------------------------------------\\n\")\n", + " print(key) # Print the model name\n", + " if key == \"KNN\":\n", + " print(f\"with {num_neighbors} neighbors\")\n", + " elif key == \"Decision Tree\":\n", + " print(f\"with {num_trees} maximum depth\")\n", + " \n", + " print(classification_report(y_test, predictions)) # Print the model clasification report\n", + " \n", + " # Print the acurracy of test and train\n", + " print(\"Test data accuracy: \",model.score(X_test,y_test))\n", + " print(\"Train data accuracy: \", model.score(X_train, y_train))\n", + " \n", + " # Calculate and displays the confusion matrix\n", + " cm = confusion_matrix(y_test, predictions)\n", + " cm = confusion_matrix(y_test, predictions)\n", + " disp = ConfusionMatrixDisplay(confusion_matrix=cm)\n", + " plt.figure(figsize=(8, 6))\n", + " disp.plot(cmap='Oranges')\n", + " if key == \"KNN\":\n", + " plt.title(f'{key} Confusion Matrix with {num_neighbors} neighbors')\n", + " elif key == \"Decision Tree\":\n", + " plt.title(f'{key} Confusion Matrix with {num_trees} maximum depth')\n", + " else:\n", + " plt.title(f'{key} Confusion Matrix')\n", + " plt.grid(False)\n", + " plt.show()\n", + "\n", + " # Calculate and displays the ROC curve\n", + " fpr, tpr, thresholds = roc_curve(y_test, predictions, pos_label=1)\n", + " plt.figure(figsize=(8, 6))\n", + " plt.plot(fpr, tpr, color='orange', lw=2, label='ROC curve')\n", + " plt.xlabel('False Positive Rate')\n", + " plt.ylabel('True Positive Rate')\n", + " plt.title(f'{key} Receiver Operating Characteristic (ROC) Curve')\n", + " plt.legend(loc=\"lower right\")\n", + " plt.grid(False)\n", + " plt.show()\n", + "\n", + "def correlation_matrix(df):\n", + " import numpy as np\n", + " import matplotlib.pyplot as plt\n", + " import seaborn as sns\n", + " data = df.select_dtypes(include=[np.number])\n", + " num_corr = round(data.corr(), 2)\n", + " # Correlation Matrix-Heatmap Plot\n", + " mask = np.zeros_like(num_corr)\n", + " mask[np.triu_indices_from(mask)] = True # optional, to hide repeat half of the matrix\n", + "\n", + " f, ax = plt.subplots(figsize=(25, 15))\n", + " sns.set(font_scale=1.5) # increase font size\n", + "\n", + " ax = sns.heatmap(num_corr, mask=mask, annot=True, annot_kws={\"size\": 12}, linewidths=.5, cmap=\"coolwarm\", fmt=\".2f\", ax=ax) # round to 2 decimal places\n", + " ax.set_title(\"Dealing with Multicollinearity\", fontsize=20) # add title\n", + " plt.show()" ] }, { @@ -37,7 +269,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -65,20 +297,307 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, - "outputs": [], - "source": [ - "# Your code here\n" + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data shape is (1781, 21).\n", + "\n", + "url object\n", + "url_length int64\n", + "number_special_characters int64\n", + "charset object\n", + "server object\n", + "content_length float64\n", + "whois_country object\n", + "whois_statepro object\n", + "whois_regdate object\n", + "whois_updated_date object\n", + "tcp_conversation_exchange int64\n", + "dist_remote_tcp_port int64\n", + "remote_ips int64\n", + "app_bytes int64\n", + "source_app_packets int64\n", + "remote_app_packets int64\n", + "source_app_bytes int64\n", + "remote_app_bytes int64\n", + "app_packets int64\n", + "dns_query_times float64\n", + "type int64\n", + "dtype: object\n", + "\n", + "Data row sample and full columns:\n" + ] + }, + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
urlurl_lengthnumber_special_characterscharsetservercontent_lengthwhois_countrywhois_stateprowhois_regdatewhois_updated_date...dist_remote_tcp_portremote_ipsapp_bytessource_app_packetsremote_app_packetssource_app_bytesremote_app_bytesapp_packetsdns_query_timestype
822M0_1464811UTF-8nginx640.0NaNNaNNaNNaN...142912312537533494318.01
728B0_730459iso-8859-1nginxNaNUSWA20/07/1998 4:0021/02/2017 3:57...02805121110871099124.00
1509M4_728217utf-8Microsoft-IIS/6.0NaNUSCalifornia18/06/2003 0:0014/06/2016 0:00...00003186000.01
287B0_144356us-asciiMicrosoft-IIS/7.5324.0NaNNaN21/03/2014 0:0022/03/2017 0:00...1581527242519281699242.00
1386B0_13717113UTF-8ServerNaNUSNV1/11/1994 0:0030/04/2014 0:00...000000000.00
\n", + "

5 rows × 21 columns

\n", + "
" + ], + "text/plain": [ + " url url_length number_special_characters charset \\\n", + "822 M0_146 48 11 UTF-8 \n", + "728 B0_730 45 9 iso-8859-1 \n", + "1509 M4_72 82 17 utf-8 \n", + "287 B0_144 35 6 us-ascii \n", + "1386 B0_1371 71 13 UTF-8 \n", + "\n", + " server content_length whois_country whois_statepro \\\n", + "822 nginx 640.0 NaN NaN \n", + "728 nginx NaN US WA \n", + "1509 Microsoft-IIS/6.0 NaN US California \n", + "287 Microsoft-IIS/7.5 324.0 NaN NaN \n", + "1386 Server NaN US NV \n", + "\n", + " whois_regdate whois_updated_date ... dist_remote_tcp_port \\\n", + "822 NaN NaN ... 1 \n", + "728 20/07/1998 4:00 21/02/2017 3:57 ... 0 \n", + "1509 18/06/2003 0:00 14/06/2016 0:00 ... 0 \n", + "287 21/03/2014 0:00 22/03/2017 0:00 ... 15 \n", + "1386 1/11/1994 0:00 30/04/2014 0:00 ... 0 \n", + "\n", + " remote_ips app_bytes source_app_packets remote_app_packets \\\n", + "822 4 2912 31 25 \n", + "728 2 805 12 11 \n", + "1509 0 0 0 3 \n", + "287 8 1527 24 25 \n", + "1386 0 0 0 0 \n", + "\n", + " source_app_bytes remote_app_bytes app_packets dns_query_times type \n", + "822 3753 3494 31 8.0 1 \n", + "728 1087 1099 12 4.0 0 \n", + "1509 186 0 0 0.0 1 \n", + "287 1928 1699 24 2.0 0 \n", + "1386 0 0 0 0.0 0 \n", + "\n", + "[5 rows x 21 columns]" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "snake_columns(websites)\n", + "open_data(websites)" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "type\n", + "0 1565\n", + "1 216\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Your comment here" + "websites.type.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\nThe target column is type, the rest are features\\nIn column type (target):\\n - 0 means beningn\\n - 1 means malign\\nWe have to transform whois_regdate & whois_updated_date to ordinal\\n'" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\"\"\"\n", + "The target column is type, the rest are features\n", + "In column type (target):\n", + " - 0 means beningn\n", + " - 1 means malign\n", + "We have to transform whois_regdate & whois_updated_date to ordinal\n", + "\"\"\"" ] }, { @@ -102,20 +621,31 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# Your code here\n" + "correlation_matrix(websites)" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ - "# Your comment here" + "# We have to drop: url_length, source_app_packets, remote_app_packets, app_packets, remote_app_bytes" ] }, { @@ -133,29 +663,40 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "df2 = websites.drop(columns=[\"url_length\", \"source_app_packets\", \"remote_app_packets\", \"app_packets\", \"remote_app_bytes\"])" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ - "# Your comment here" + "#from the column pairs that have colinearity (over 0.9) we remove the ones that have less correlation with the target " ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 11, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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This inplace method will never work because the intermediate object on which we are setting values always behaves as a copy.\n", + "\n", + "For example, when doing 'df[col].method(value, inplace=True)', try using 'df.method({col: value}, inplace=True)' or df[col] = df[col].method(value) instead, to perform the operation inplace on the original object.\n", + "\n", + "\n", + " df2[\"whois_country\"].replace([\"[u'GB'; u'UK']\", \"United Kingdom\", \"GB\"], \"UK\", inplace=True)\n" + ] + }, + { + "data": { + "text/plain": [ + "whois_country\n", + "US 1106\n", + "UNKOWN 306\n", + "CA 84\n", + "ES 63\n", + "UK 35\n", + "AU 35\n", + "PA 21\n", + "JP 11\n", + "CN 10\n", + "IN 10\n", + "FR 9\n", + "CZ 9\n", + "NL 6\n", + "CH 6\n", + "RU 6\n", + "KR 5\n", + "AT 4\n", + "SE 4\n", + "BS 4\n", + "PH 4\n", + "BE 3\n", + "HK 3\n", + "TR 3\n", + "DE 3\n", + "KY 3\n", + "SC 3\n", + "UA 2\n", + "CYPRUS 2\n", + "UY 2\n", + "KG 2\n", + "BR 2\n", + "NO 2\n", + "IL 2\n", + "SI 2\n", + "LV 1\n", + "PK 1\n", + "IT 1\n", + "LU 1\n", + "BY 1\n", + "AE 1\n", + "IE 1\n", + "UG 1\n", + "TH 1\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2[\"whois_country\"].replace([\"[u'GB'; u'UK']\", \"United Kingdom\", \"GB\"], \"UK\", inplace=True)\n", + "df2[\"whois_country\"].replace(\"CYPRUS\", \"CY\", inplace=True)\n", + "df2[\"whois_country\"] = df2[\"whois_country\"].str.upper()\n", + "df2[\"whois_country\"].value_counts()" ] }, { @@ -278,11 +1236,24 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 19, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# Your code here\n" + "sns.barplot(data=df2[\"whois_country\"].value_counts().head(10), errorbar=None)\n", + "plt.xticks(rotation = 90)\n", + "plt.show;" ] }, { @@ -294,13 +1265,37 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 20, "metadata": { "scrolled": true }, "outputs": [], "source": [ - "# Your code here\n" + "countries = list(df2[\"whois_country\"].value_counts().head(11).index)\n", + "countries.remove(\"UNKOWN\")\n", + "df2[\"whois_country\"] = df2[\"whois_country\"].apply(lambda x: \"OTHER\" if x not in countries else x)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.barplot(data=df2[\"whois_country\"].value_counts(), errorbar=None)\n", + "plt.xticks(rotation = 90)\n", + "plt.show;" ] }, { @@ -316,11 +1311,155 @@ }, { "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "# Your code here\n" + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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urlnumber_special_characterscharsetserverwhois_countrytcp_conversation_exchangedist_remote_tcp_portremote_ipsapp_bytessource_app_bytesdns_query_timestype
1011B0_11889us-asciiMicrosoft-HTTPAPI/2.0US000000.00
283M0_1658ISO-8859-1cloudflare-nginxOTHER1512185029706.01
1704B0_41119ISO-8859-1nginxUS4710104284281306.00
425B0_10618utf-8YouTubeFrontEndUS000000.00
1090B0_8539ISO-8859-1ApacheOTHER000000.00
\n", + "
" + ], + "text/plain": [ + " url number_special_characters charset server \\\n", + "1011 B0_1188 9 us-ascii Microsoft-HTTPAPI/2.0 \n", + "283 M0_165 8 ISO-8859-1 cloudflare-nginx \n", + "1704 B0_411 19 ISO-8859-1 nginx \n", + "425 B0_1061 8 utf-8 YouTubeFrontEnd \n", + "1090 B0_853 9 ISO-8859-1 Apache \n", + "\n", + " whois_country tcp_conversation_exchange dist_remote_tcp_port \\\n", + "1011 US 0 0 \n", + "283 OTHER 15 1 \n", + "1704 US 47 10 \n", + "425 US 0 0 \n", + "1090 OTHER 0 0 \n", + "\n", + " remote_ips app_bytes source_app_bytes dns_query_times type \n", + "1011 0 0 0 0.0 0 \n", + "283 2 1850 2970 6.0 1 \n", + "1704 10 4284 28130 6.0 0 \n", + "425 0 0 0 0.0 0 \n", + "1090 0 0 0 0.0 0 " + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2.drop(columns=[\"whois_statepro\", \"whois_regdate\", \"whois_updated_date\"], inplace=True)\n", + "df2.sample(5)" ] }, { @@ -334,11 +1473,34 @@ }, { "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [], - "source": [ - "# Your code here\n" + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "url object\n", + "number_special_characters int64\n", + "charset object\n", + "server object\n", + "whois_country object\n", + "tcp_conversation_exchange int64\n", + "dist_remote_tcp_port int64\n", + "remote_ips int64\n", + "app_bytes int64\n", + "source_app_bytes int64\n", + "dns_query_times float64\n", + "type int64\n", + "dtype: object" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2.dtypes\n" ] }, { @@ -350,11 +1512,156 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 24, "metadata": {}, - "outputs": [], - "source": [ - "# Your code here\n" + "outputs": [ + { + "data": { + "text/html": [ + "
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number_special_characterscharsetserverwhois_countrytcp_conversation_exchangedist_remote_tcp_portremote_ipsapp_bytessource_app_bytesdns_query_timestype
175122ISO-8859-1Apache/2.2.15 (CentOS) DAV/2 mod_ssl/2.2.15 Op...US702653981371444.00
141913iso-8859-1Apache/2.2.15 (CentOS)US000000.00
141414UTF-8nginxPA000000.00
6799iso-8859-1ApacheOTHER90287058762.00
4959UTF-8ApachePA000000.00
\n", + "
" + ], + "text/plain": [ + " number_special_characters charset \\\n", + "1751 22 ISO-8859-1 \n", + "1419 13 iso-8859-1 \n", + "1414 14 UTF-8 \n", + "679 9 iso-8859-1 \n", + "495 9 UTF-8 \n", + "\n", + " server whois_country \\\n", + "1751 Apache/2.2.15 (CentOS) DAV/2 mod_ssl/2.2.15 Op... US \n", + "1419 Apache/2.2.15 (CentOS) US \n", + "1414 nginx PA \n", + "679 Apache OTHER \n", + "495 Apache PA \n", + "\n", + " tcp_conversation_exchange dist_remote_tcp_port remote_ips app_bytes \\\n", + "1751 70 2 6 5398 \n", + "1419 0 0 0 0 \n", + "1414 0 0 0 0 \n", + "679 9 0 2 870 \n", + "495 0 0 0 0 \n", + "\n", + " source_app_bytes dns_query_times type \n", + "1751 137144 4.0 0 \n", + "1419 0 0.0 0 \n", + "1414 0 0.0 0 \n", + "679 5876 2.0 0 \n", + "495 0 0.0 0 " + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2.drop(columns=[\"url\"], inplace=True)\n", + "df2.sample(5)" ] }, { @@ -366,11 +1673,23 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 25, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array(['iso-8859-1', 'UTF-8', 'us-ascii', 'ISO-8859-1', 'utf-8', 'unkown',\n", + " 'windows-1251', 'ISO-8859', 'windows-1252'], dtype=object)" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Your code here" + "df2.charset.unique()" ] }, { @@ -384,11 +1703,183 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 26, "metadata": {}, - "outputs": [], - "source": [ - "# Your code here\n" + "outputs": [ + { + "data": { + "text/plain": [ + "server\n", + "Apache 386\n", + "nginx 211\n", + "unkown 176\n", + "Microsoft-HTTPAPI/2.0 113\n", + "cloudflare-nginx 94\n", + " ... \n", + "Apache/2.2.29 (Unix) mod_ssl/2.2.29 OpenSSL/1.0.1e-fips DAV/2 mod_bwlimited/1.4 1\n", + "gunicorn/19.7.1 1\n", + "Apache/2.2.31 (Unix) mod_ssl/2.2.31 OpenSSL/0.9.8e-fips-rhel5 mod_bwlimited/1.4 1\n", + "Apache/1.3.37 (Unix) mod_perl/1.29 mod_ssl/2.8.28 OpenSSL/0.9.7e-p1 1\n", + "Apache/2.2.16 (Debian) 1\n", + "Name: count, Length: 239, dtype: int64" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2.server.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['nginx', 'Apache/2.4.10', 'Microsoft-HTTPAPI/2.0', 'unkown',\n", + " 'Apache/2', 'nginx/1.10.1', 'Apache', 'Apache/2.2.15 (Red Hat)',\n", + " 'Apache/2.4.23 (Unix) OpenSSL/1.0.1e-fips mod_bwlimited/1.4',\n", + " 'openresty/1.11.2.1', 'Apache/2.2.22', 'Apache/2.4.7 (Ubuntu)',\n", + " 'nginx/1.12.0',\n", + " 'Apache/2.4.12 (Unix) OpenSSL/1.0.1e-fips mod_bwlimited/1.4',\n", + " 'Oracle-iPlanet-Web-Server/7.0', 'cloudflare-nginx', 'nginx/1.6.2',\n", + " 'openresty', 'Heptu web server', 'Pepyaka/1.11.3', 'nginx/1.8.0',\n", + " 'nginx/1.10.1 + Phusion Passenger 5.0.30',\n", + " 'Apache/2.2.29 (Amazon)', 'Microsoft-IIS/7.5', 'LiteSpeed',\n", + " 'Apache/2.4.25 (cPanel) OpenSSL/1.0.1e-fips mod_bwlimited/1.4',\n", + " 'tsa_c', 'Apache/2.2.0 (Fedora)', 'Apache/2.2.22 (Debian)',\n", + " 'Apache/2.2.15 (CentOS)', 'Apache/2.4.25',\n", + " 'Apache/2.4.25 (Amazon) PHP/7.0.14', 'GSE',\n", + " 'Apache/2.4.23 (Unix) OpenSSL/0.9.8e-fips-rhel5 mod_bwlimited/1.4',\n", + " 'Apache/2.4.25 (Amazon) OpenSSL/1.0.1k-fips',\n", + " 'Apache/2.2.22 (Ubuntu)', 'Tengine',\n", + " 'Apache/2.4.18 (Unix) OpenSSL/0.9.8e-fips-rhel5 mod_bwlimited/1.4',\n", + " 'Apache/2.4.10 (Debian)', 'Apache/2.4.6 (CentOS) PHP/5.6.8',\n", + " 'Sun-ONE-Web-Server/6.1',\n", + " 'Apache/2.4.18 (Unix) OpenSSL/1.0.2e Communique/4.1.10',\n", + " 'AmazonS3',\n", + " 'Apache/1.3.37 (Unix) mod_perl/1.29 mod_ssl/2.8.28 OpenSSL/0.9.7e-p1',\n", + " 'ATS', 'Apache/2.2.27 (CentOS)',\n", + " 'Apache/2.2.29 (Unix) mod_ssl/2.2.29 OpenSSL/1.0.1e-fips DAV/2 mod_bwlimited/1.4',\n", + " 'CherryPy/3.6.0', 'Server', 'KHL',\n", + " 'Apache/2.4.6 (CentOS) OpenSSL/1.0.1e-fips mod_fcgid/2.3.9 PHP/5.4.16 mod_jk/1.2.40',\n", + " 'Apache/2.2.3 (CentOS)', 'Apache/2.4',\n", + " 'Apache/1.3.27 (Unix) (Red-Hat/Linux) mod_perl/1.26 PHP/4.3.3 FrontPage/5.0.2 mod_ssl/2.8.12 OpenSSL/0.9.6b',\n", + " 'mw2114.codfw.wmnet',\n", + " 'Apache/2.2.31 (Unix) mod_ssl/2.2.31 OpenSSL/1.0.1e-fips mod_bwlimited/1.4 mod_perl/2.0.8 Perl/v5.10.1',\n", + " 'Apache/1.3.34 (Unix) PHP/4.4.4', 'Apache/2.2.31 (Amazon)',\n", + " 'Jetty(9.0.z-SNAPSHOT)', 'Apache/2.2.31 (CentOS)',\n", + " 'Apache/2.4.12 (Ubuntu)', 'HTTPDaemon',\n", + " 'Apache/2.2.29 (Unix) mod_ssl/2.2.29 OpenSSL/1.0.1e-fips mod_bwlimited/1.4',\n", + " 'MediaFire', 'DOSarrest', 'mw2232.codfw.wmnet',\n", + " 'Sucuri/Cloudproxy', 'Apache/2.4.23 (Unix)', 'nginx/0.7.65',\n", + " 'mw2260.codfw.wmnet', 'Apache/2.2.32', 'mw2239.codfw.wmnet',\n", + " 'DPS/1.1.8', 'Apache/2.0.52 (Red Hat)',\n", + " 'Apache/2.2.25 (Unix) mod_ssl/2.2.25 OpenSSL/0.9.8e-fips-rhel5 mod_bwlimited/1.4',\n", + " 'Apache/1.3.31 (Unix) PHP/4.3.9 mod_perl/1.29 rus/PL30.20',\n", + " 'Apache/2.2.13 (Unix) mod_ssl/2.2.13 OpenSSL/0.9.8e-fips-rhel5 mod_auth_passthrough/2.1 mod_bwlimited/1.4 PHP/5.2.10',\n", + " 'nginx/1.1.19', 'ATS/5.3.0', 'Apache/2.2.3 (Red Hat)',\n", + " 'nginx/1.4.3',\n", + " 'Apache/2.2.29 (Unix) mod_ssl/2.2.29 OpenSSL/1.0.1e-fips mod_bwlimited/1.4 PHP/5.4.35',\n", + " 'Apache/2.2.14 (FreeBSD) mod_ssl/2.2.14 OpenSSL/0.9.8y DAV/2 PHP/5.2.12 with Suhosin-Patch',\n", + " 'Apache/2.2.14 (Unix) mod_ssl/2.2.14 OpenSSL/0.9.8e-fips-rhel5',\n", + " 'Apache/1.3.39 (Unix) PHP/5.2.5 mod_auth_passthrough/1.8 mod_bwlimited/1.4 mod_log_bytes/1.2 mod_gzip/1.3.26.1a FrontPage/5.0.2.2635 DAV/1.0.3 mod_ssl/2.8.30 OpenSSL/0.9.7a',\n", + " 'SSWS', 'Microsoft-IIS/8.0', 'Apache/2.4.18 (Ubuntu)',\n", + " 'Apache/2.4.6 (CentOS) OpenSSL/1.0.1e-fips PHP/5.4.16 mod_apreq2-20090110/2.8.0 mod_perl/2.0.10 Perl/v5.24.1',\n", + " 'Apache/2.2.20 (Unix)', 'YouTubeFrontEnd', 'nginx/1.11.3',\n", + " 'nginx/1.11.2', 'nginx/1.10.0 (Ubuntu)', 'nginx/1.8.1',\n", + " 'nginx/1.11.10', 'Squeegit/1.2.5 (3_sir)',\n", + " 'Virtuoso/07.20.3217 (Linux) i686-generic-linux-glibc212-64 VDB',\n", + " 'Apache-Coyote/1.1', 'Yippee-Ki-Yay', 'mw2165.codfw.wmnet',\n", + " 'mw2192.codfw.wmnet', 'Apache/2.2.23 (Amazon)',\n", + " 'nginx/1.4.6 (Ubuntu)', 'nginx + Phusion Passenger',\n", + " 'Proxy Pandeiro UOL', 'mw2231.codfw.wmnet', 'openresty/1.11.2.2',\n", + " 'mw2109.codfw.wmnet', 'nginx/0.8.54', 'Apache/2.4.6',\n", + " 'mw2225.codfw.wmnet', 'Apache/1.3.27 (Unix) PHP/4.4.1',\n", + " 'mw2236.codfw.wmnet', 'mw2101.codfw.wmnet', 'Varnish',\n", + " 'Resin/3.1.8', 'mw2164.codfw.wmnet', 'Microsoft-IIS/8.5',\n", + " 'mw2242.codfw.wmnet',\n", + " 'Apache/2.4.6 (CentOS) OpenSSL/1.0.1e-fips PHP/5.5.38',\n", + " 'mw2175.codfw.wmnet', 'mw2107.codfw.wmnet', 'mw2190.codfw.wmnet',\n", + " 'Apache/2.4.6 (CentOS)', 'nginx/1.13.0', 'barista/5.1.3',\n", + " 'mw2103.codfw.wmnet', 'Apache/2.4.25 (Debian)', 'ECD (fll/0790)',\n", + " 'Pagely Gateway/1.5.1', 'nginx/1.10.3',\n", + " 'Apache/2.4.25 (FreeBSD) OpenSSL/1.0.1s-freebsd PHP/5.6.30',\n", + " 'mw2097.codfw.wmnet', 'mw2233.codfw.wmnet', 'fbs',\n", + " 'mw2199.codfw.wmnet', 'mw2255.codfw.wmnet', 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'squid/3.3.8', 'nginx/1.10.0', 'Nginx (OpenBSD)',\n", + " 'Zope/(2.13.16; python 2.6.8; linux2) ZServer/1.1',\n", + " 'Apache/2.2.26 (Unix) mod_ssl/2.2.26 OpenSSL/0.9.8e-fips-rhel5 mod_bwlimited/1.4 PHP/5.4.26',\n", + " 'Apache/2.2.21 (Unix) mod_ssl/2.2.21 OpenSSL/0.9.8e-fips-rhel5 PHP/5.3.10',\n", + " 'Apache/2.2.27 (Unix) OpenAM Web Agent/4.0.1-1 mod_ssl/2.2.27 OpenSSL/1.0.1p PHP/5.3.28',\n", + " 'mw2104.codfw.wmnet', '.V01 Apache', 'mw2110.codfw.wmnet',\n", + " 'Apache/2.4.6 (Unix) mod_jk/1.2.37 PHP/5.5.1 OpenSSL/1.0.1g mod_fcgid/2.3.9',\n", + " 'mw2176.codfw.wmnet', 'mw2187.codfw.wmnet', 'mw2106.codfw.wmnet',\n", + " 'Microsoft-IIS/7.0',\n", + " 'Apache/1.3.42 Ben-SSL/1.60 (Unix) mod_gzip/1.3.26.1a mod_fastcgi/2.4.6 mod_throttle/3.1.2 Chili!Soft-ASP/3.6.2 FrontPage/5.0.2.2635 mod_perl/1.31 PHP/4.4.9',\n", + " 'Aeria Games & Entertainment', 'nginx/1.6.3 + Phusion Passenger',\n", + " 'Apache/2.4.10 (Debian) PHP/5.6.30-0+deb8u1 mod_perl/2.0.9dev Perl/v5.20.2',\n", + " 'mw2173.codfw.wmnet',\n", + " 'Apache/2.4.6 (Red Hat Enterprise Linux) OpenSSL/1.0.1e-fips mod_fcgid/2.3.9 Communique/4.2.0',\n", + " 'Apache/2.2.15 (CentOS) DAV/2 mod_ssl/2.2.15 OpenSSL/1.0.1e-fips PHP/5.3.3',\n", + " 'Apache/2.4.6 (CentOS) OpenSSL/1.0.1e-fips PHP/7.0.14',\n", + " 'mw2198.codfw.wmnet', 'mw2172.codfw.wmnet', 'nginx/1.2.6',\n", + " 'Apache/2.4.6 (Unix) mod_jk/1.2.37',\n", + " 'Apache/2.4.25 (Unix) OpenSSL/1.0.1e-fips mod_bwlimited/1.4',\n", + " 'nginx/1.4.4', 'Cowboy', 'mw2113.codfw.wmnet',\n", + " 'Apache/2.2.14 (Unix) mod_ssl/2.2.14 OpenSSL/0.9.8a',\n", + " 'Apache/2.4.10 (Ubuntu)', 'mw2224.codfw.wmnet',\n", + " 'mw2171.codfw.wmnet', 'mw2257.codfw.wmnet', 'mw2226.codfw.wmnet',\n", + " 'DMS/1.0.42', 'nginx/1.6.3', 'Application-Server',\n", + " 'Apache/2.4.6 (CentOS) mod_fcgid/2.3.9 PHP/5.6.30',\n", + " 'mw2177.codfw.wmnet', 'lighttpd/1.4.28', 'mw2197.codfw.wmnet',\n", + " 'Apache/2.2.31 (FreeBSD) PHP/5.4.15 mod_ssl/2.2.31 OpenSSL/1.0.2d DAV/2',\n", + " 'Apache/2.2.26 (Unix) mod_ssl/2.2.26 OpenSSL/1.0.1e-fips DAV/2 mod_bwlimited/1.4',\n", + " 'Apache/2.2.24 (Unix) DAV/2 PHP/5.3.26 mod_ssl/2.2.24 OpenSSL/0.9.8y',\n", + " 'mw2178.codfw.wmnet', '294', 'Microsoft-IIS/6.0', 'nginx/1.7.4',\n", + " 'Apache/2.2.22 (Debian) mod_python/3.3.1 Python/2.7.3 mod_ssl/2.2.22 OpenSSL/1.0.1t',\n", + " 'Apache/2.4.16 (Ubuntu)', 'www.lexisnexis.com 9999',\n", + " 'nginx/0.8.38', 'mw2238.codfw.wmnet', 'Pizza/pepperoni',\n", + " 'XXXXXXXXXXXXXXXXXXXXXX', 'MI', 'Roxen/5.4.98-r2',\n", + " 'Apache/2.2.31 (Unix) mod_ssl/2.2.31 OpenSSL/1.0.1e-fips mod_bwlimited/1.4',\n", + " 'nginx/1.9.13', 'mw2180.codfw.wmnet', 'Apache/2.2.14 (Ubuntu)',\n", + " 'ebay server', 'nginx/0.8.55', 'Apache/2.2.10 (Linux/SUSE)',\n", + " 'nginx/1.7.12',\n", + " 'Apache/2.0.63 (Unix) mod_ssl/2.0.63 OpenSSL/0.9.8e-fips-rhel5 mod_auth_passthrough/2.1 mod_bwlimited/1.4 PHP/5.3.6',\n", + " 'Boston.com Frontend', 'My Arse', 'IdeaWebServer/v0.80',\n", + " 'Apache/2.4.17 (Unix) OpenSSL/1.0.1e-fips PHP/5.6.19',\n", + " 'Microsoft-IIS/7.5; litigation_essentials.lexisnexis.com 9999',\n", + " 'Apache/2.2.16 (Debian)'], dtype=object)" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df2.server.unique()\n" ] }, { @@ -400,11 +1891,11 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 28, "metadata": {}, "outputs": [], "source": [ - "# Your comment here\n" + "# We could use regex to do some binning, and reduce to just a few values like Apache, Microsoft, nginx, unkown ..." ] }, { @@ -418,22 +1909,42 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 29, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "df2[\"server\"] = df2[\"server\"].str.replace(\".*Apache.*\", \"Apache\", regex = True)\n", + "df2[\"server\"] = df2[\"server\"].str.replace(\".*nginx.*\", \"nginx\", regex = True)\n", + "df2[\"server\"] = df2[\"server\"].str.replace(\".*Microsoft.*\", \"Microsoft\", regex = True)\n", + "df2[\"server\"] = df2[\"server\"].apply(lambda x: \"Other\" if x not in [\"Apache\", \"Microsoft\", \"nginx\"] else x)" ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 30, "metadata": { "scrolled": false }, - "outputs": [], - "source": [ - "# Count `SERVER` value counts here\n" + "outputs": [ + { + "data": { + "text/plain": [ + "server\n", + "Apache 643\n", + "Other 505\n", + "nginx 435\n", + "Microsoft 198\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Count `SERVER` value counts here\n", + "df2.server.value_counts()" ] }, { @@ -445,11 +1956,414 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 31, "metadata": {}, - "outputs": [], - "source": [ - "# Your code here\n" + "outputs": [ + { + "data": { + "text/html": [ + "
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1781 rows × 32 columns

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" + ], + "text/plain": [ + " number_special_characters tcp_conversation_exchange \\\n", + "0 7 7 \n", + "1 6 17 \n", + "2 6 0 \n", + "3 6 31 \n", + "4 6 57 \n", + "... ... ... \n", + "1776 16 0 \n", + "1777 17 0 \n", + "1778 34 83 \n", + "1779 34 0 \n", + "1780 40 19 \n", + "\n", + " dist_remote_tcp_port remote_ips app_bytes source_app_bytes \\\n", + "0 0 2 700 1153 \n", + "1 7 4 1230 1265 \n", + "2 0 0 0 0 \n", + "3 22 3 3812 18784 \n", + "4 2 5 4278 129889 \n", + "... ... ... ... ... \n", + "1776 0 0 0 186 \n", + "1777 0 0 0 124 \n", + "1778 2 6 6631 132181 \n", + "1779 0 0 0 0 \n", + "1780 6 11 2314 3039 \n", + "\n", + " dns_query_times type charset_ISO-8859 charset_ISO-8859-1 ... \\\n", + "0 2.0 1 False False ... \n", + "1 0.0 0 False False ... \n", + "2 0.0 0 False False ... \n", + "3 8.0 0 False True ... \n", + "4 4.0 0 False False ... \n", + "... ... ... ... ... ... \n", + "1776 0.0 1 False False ... \n", + "1777 0.0 1 False False ... \n", + "1778 4.0 0 False False ... \n", + "1779 0.0 0 False True ... \n", + "1780 6.0 0 False False ... \n", + "\n", + " whois_country_CA whois_country_CN whois_country_ES whois_country_FR \\\n", + "0 False False False False \n", + "1 False False False False \n", + "2 False False False False \n", + "3 False False False False \n", + "4 False False False False \n", + "... ... ... ... ... \n", + "1776 False False True False \n", + "1777 False False True False \n", + "1778 False False False False \n", + "1779 False False False False \n", + "1780 False False False False \n", + "\n", + " whois_country_IN whois_country_JP whois_country_OTHER \\\n", + "0 False False True \n", + "1 False False True \n", + "2 False False True \n", + "3 False False False \n", + "4 False False False \n", + "... ... ... ... \n", + "1776 False False False \n", + "1777 False False False \n", + "1778 False False False \n", + "1779 False False False \n", + "1780 False False False \n", + "\n", + " whois_country_PA whois_country_UK whois_country_US \n", + "0 False False False \n", + "1 False False False \n", + "2 False False False \n", + "3 False False True \n", + "4 False False True \n", + "... ... ... ... \n", + "1776 False False False \n", + "1777 False False False \n", + "1778 False False True \n", + "1779 False False True \n", + "1780 False False True \n", + "\n", + "[1781 rows x 32 columns]" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Your code here\n", + "website_dummy = pd.get_dummies(df2)\n", + "website_dummy" ] }, { @@ -461,11 +2375,55 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 32, "metadata": {}, - "outputs": [], - "source": [ - "# Your code here\n" + "outputs": [ + { + "data": { + "text/plain": [ + "number_special_characters int64\n", + "tcp_conversation_exchange int64\n", + "dist_remote_tcp_port int64\n", + "remote_ips int64\n", + "app_bytes int64\n", + "source_app_bytes int64\n", + "dns_query_times float64\n", + "type int64\n", + "charset_ISO-8859 bool\n", + "charset_ISO-8859-1 bool\n", + "charset_UTF-8 bool\n", + "charset_iso-8859-1 bool\n", + "charset_unkown bool\n", + "charset_us-ascii bool\n", + "charset_utf-8 bool\n", + "charset_windows-1251 bool\n", + "charset_windows-1252 bool\n", + "server_Apache bool\n", + "server_Microsoft bool\n", + "server_Other bool\n", + "server_nginx bool\n", + "whois_country_AU bool\n", + "whois_country_CA bool\n", + "whois_country_CN bool\n", + "whois_country_ES bool\n", + "whois_country_FR bool\n", + "whois_country_IN bool\n", + "whois_country_JP bool\n", + "whois_country_OTHER bool\n", + "whois_country_PA bool\n", + "whois_country_UK bool\n", + "whois_country_US bool\n", + "dtype: object" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Your code here\n", + "website_dummy.dtypes" ] }, { @@ -479,13 +2437,18 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "from sklearn.model_selection import train_test_split\n", "\n", - "# Your code here:\n" + "# Separate features and target\n", + "X = website_dummy.drop(columns=[\"type\"])\n", + "y = website_dummy[\"type\"]\n", + "\n", + "# Separate data into train and test:\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.2, random_state = 42, shuffle = True)" ] }, { @@ -499,12 +2462,13 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 39, "metadata": {}, "outputs": [], "source": [ - "# Your code here:\n", - "\n" + "from sklearn.linear_model import LogisticRegression\n", + "\n", + "model = LogisticRegression()" ] }, { @@ -516,12 +2480,443 @@ }, { "cell_type": "code", - "execution_count": 31, - "metadata": {}, - "outputs": [], - "source": [ - "# Your code here:\n", - "\n" + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\FernandoSanz-Extreme\\anaconda3\\Lib\\site-packages\\sklearn\\linear_model\\_logistic.py:469: ConvergenceWarning: lbfgs failed to converge (status=1):\n", + "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n", + "\n", + "Increase the number of iterations (max_iter) or scale the data as shown in:\n", + " https://scikit-learn.org/stable/modules/preprocessing.html\n", + "Please also refer to the documentation for alternative solver options:\n", + " https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", + " n_iter_i = _check_optimize_result(\n" + ] + }, + { + "data": { + "text/html": [ + "
LogisticRegression()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "LogisticRegression()" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.fit(X_train, y_train)" ] }, { @@ -533,12 +2928,25 @@ }, { "cell_type": "code", - "execution_count": 32, - "metadata": {}, - "outputs": [], - "source": [ - "# Your code here:\n", - "\n" + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.8543417366946778\n", + "[[295 11]\n", + " [ 41 10]]\n" + ] + } + ], + "source": [ + "from sklearn.metrics import accuracy_score, confusion_matrix\n", + "\n", + "y_pred = model.predict(X_test)\n", + "print(accuracy_score(y_test, y_pred))\n", + "print(confusion_matrix(y_test, y_pred))" ] }, { @@ -550,12 +2958,11 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 43, "metadata": {}, "outputs": [], "source": [ - "# Your conclusions here:\n", - "\n" + "# The model has a 85% of accuracy to predict the not malicious websites, but it has a low accuracy to predict the malicious ones" ] }, { @@ -569,12 +2976,14 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 46, "metadata": {}, "outputs": [], "source": [ - "# Your code here:\n", - "\n" + "from sklearn.neighbors import KNeighborsClassifier\n", + "\n", + "knn3_model = KNeighborsClassifier(n_neighbors=3)\n", + "knn3_model = knn3_model.fit(X_train, y_train)" ] }, { @@ -586,12 +2995,23 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 47, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.9327731092436975\n", + "[[302 4]\n", + " [ 20 31]]\n" + ] + } + ], "source": [ - "# Your code here:\n", - "\n" + "predictions3 = knn3_model.predict(X_test)\n", + "print(accuracy_score(y_test, predictions3))\n", + "print(confusion_matrix(y_test, predictions3))" ] }, { @@ -605,12 +3025,25 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 48, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.9243697478991597\n", + "[[300 6]\n", + " [ 21 30]]\n" + ] + } + ], "source": [ - "# Your code here:\n", - "\n" + "knn5_model = KNeighborsClassifier(n_neighbors=5)\n", + "knn5_model = knn5_model.fit(X_train, y_train)\n", + "predictions5 = knn5_model.predict(X_test)\n", + "print(accuracy_score(y_test, predictions5))\n", + "print(confusion_matrix(y_test, predictions5))" ] }, { @@ -622,12 +3055,11 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 49, "metadata": {}, "outputs": [], "source": [ - "# Your conclusions here:\n", - "\n" + "# The KNN method yields a better accuracy than the LogisticRegression, but it does worst with 5 neighbors than with 3 neighbors" ] }, { @@ -645,7 +3077,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -655,9 +3087,9 @@ ], "metadata": { "kernelspec": { - "display_name": "ironhack-3.7", + "display_name": "base", "language": "python", - "name": "ironhack-3.7" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -669,7 +3101,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.3" + "version": "3.12.4" } }, "nbformat": 4,