diff --git a/your-code/main.ipynb b/your-code/main.ipynb index a5caf8b..654f63e 100755 --- a/your-code/main.ipynb +++ b/your-code/main.ipynb @@ -12,16 +12,87 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Import your libraries:\n", + "# 📚 Basic Libraries\n", + "import numpy as np # operaciones matemáticas (numerical python)\n", + "import pandas as pd # manipulación de datos\n", + "import warnings # nobody likes warnings\n", + "\n", + "# 📊 Visualizations\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "# 🤖 Machine Learning\n", + "from sklearn.svm import LinearSVC\n", + "from sklearn.tree import DecisionTreeClassifier\n", + "import plotly.graph_objs as go\n", + "from sklearn.neighbors import KNeighborsClassifier\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.linear_model import LogisticRegression #esta es nueva\n", + "from sklearn.metrics import roc_curve, confusion_matrix, ConfusionMatrixDisplay #esta es nueva, me da el mapita de calor de roc curve\n", + "from sklearn.metrics import classification_report #esta es nueva, esta me va a decir todo el reporte\n", "\n", "%matplotlib inline\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# ⚙️ Settings\n", + "pd.set_option('display.max_columns', None) # display all columns\n", + "warnings.filterwarnings('ignore') # ignore warnings" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "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", - "import numpy as np\n", - "import pandas as pd" + "# 🎯 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", + " import pandas as pd\n", + " exploration = pd.DataFrame({\"NaN\": nan_values, \"EmptySpaces\": empty_spaces}) # New dataframe with the results\n", + " print(f\"There are {data.duplicated().sum()} duplicate rows. Also;\")\n", + " return exploration\n", + "\n", + "#el threshold es el que le pongo como parametro apra que quite los outliers de 1.5 o menos podemos hacerlo con menos mejor, pero si no ponemos nada\n", + "#pondra por defecto 1.5.\n", + "def outlier_slayer(data, threshold = 1.5): # automatically removes outliers based on Q1, Q3 #CUIDADO MEJOR VER EN BOX PLOTS Y VER QUE QUITAMOS#\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", + " data = data[(data[column] >= lower_bound) & (data[column] <= upper_bound)]\n", + " return data" ] }, { @@ -37,7 +108,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -65,20 +136,461 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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URLURL_LENGTHNUMBER_SPECIAL_CHARACTERSCHARSETSERVERCONTENT_LENGTHWHOIS_COUNTRYWHOIS_STATEPROWHOIS_REGDATEWHOIS_UPDATED_DATETCP_CONVERSATION_EXCHANGEDIST_REMOTE_TCP_PORTREMOTE_IPSAPP_BYTESSOURCE_APP_PACKETSREMOTE_APP_PACKETSSOURCE_APP_BYTESREMOTE_APP_BYTESAPP_PACKETSDNS_QUERY_TIMESType
0M0_109167iso-8859-1nginx263.0NaNNaN10/10/2015 18:21NaN702700910115383292.01
1B0_2314166UTF-8Apache/2.4.1015087.0NaNNaNNaNNaN17741230171912651230170.00
2B0_911166us-asciiMicrosoft-HTTPAPI/2.0324.0NaNNaNNaNNaN0000000000.00
3B0_113176ISO-8859-1nginx162.0USAK7/10/1997 4:0012/09/2013 0:453122338123937187844380398.00
4B0_403176UTF-8NaN124140.0USTX12/05/1996 0:0011/04/2017 0:005725427861621298894586614.00
\n", + "
" + ], + "text/plain": [ + " URL URL_LENGTH NUMBER_SPECIAL_CHARACTERS CHARSET \\\n", + "0 M0_109 16 7 iso-8859-1 \n", + "1 B0_2314 16 6 UTF-8 \n", + "2 B0_911 16 6 us-ascii \n", + "3 B0_113 17 6 ISO-8859-1 \n", + "4 B0_403 17 6 UTF-8 \n", + "\n", + " SERVER CONTENT_LENGTH WHOIS_COUNTRY WHOIS_STATEPRO \\\n", + "0 nginx 263.0 NaN NaN \n", + "1 Apache/2.4.10 15087.0 NaN NaN \n", + "2 Microsoft-HTTPAPI/2.0 324.0 NaN NaN \n", + "3 nginx 162.0 US AK \n", + "4 NaN 124140.0 US TX \n", + "\n", + " WHOIS_REGDATE WHOIS_UPDATED_DATE TCP_CONVERSATION_EXCHANGE \\\n", + "0 10/10/2015 18:21 NaN 7 \n", + "1 NaN NaN 17 \n", + "2 NaN NaN 0 \n", + "3 7/10/1997 4:00 12/09/2013 0:45 31 \n", + "4 12/05/1996 0:00 11/04/2017 0:00 57 \n", + "\n", + " DIST_REMOTE_TCP_PORT REMOTE_IPS APP_BYTES SOURCE_APP_PACKETS \\\n", + "0 0 2 700 9 \n", + "1 7 4 1230 17 \n", + "2 0 0 0 0 \n", + "3 22 3 3812 39 \n", + "4 2 5 4278 61 \n", + "\n", + " REMOTE_APP_PACKETS SOURCE_APP_BYTES REMOTE_APP_BYTES APP_PACKETS \\\n", + "0 10 1153 832 9 \n", + "1 19 1265 1230 17 \n", + "2 0 0 0 0 \n", + "3 37 18784 4380 39 \n", + "4 62 129889 4586 61 \n", + "\n", + " DNS_QUERY_TIMES Type \n", + "0 2.0 1 \n", + "1 0.0 0 \n", + "2 0.0 0 \n", + "3 8.0 0 \n", + "4 4.0 0 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Your code here: What the dataset looks like?\n", + "websites.head()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "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" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Your code here: What are the data types?\n", + "websites.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['URL', 'URL_LENGTH', 'NUMBER_SPECIAL_CHARACTERS', 'CHARSET', 'SERVER',\n", + " 'CONTENT_LENGTH', 'WHOIS_COUNTRY', 'WHOIS_STATEPRO', 'WHOIS_REGDATE',\n", + " 'WHOIS_UPDATED_DATE', 'TCP_CONVERSATION_EXCHANGE',\n", + " 'DIST_REMOTE_TCP_PORT', 'REMOTE_IPS', 'APP_BYTES', 'SOURCE_APP_PACKETS',\n", + " 'REMOTE_APP_PACKETS', 'SOURCE_APP_BYTES', 'REMOTE_APP_BYTES',\n", + " 'APP_PACKETS', 'DNS_QUERY_TIMES', 'Type'],\n", + " dtype='object')" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Your code here: columns\n", + "websites.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 11, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "# Your code here: Which columns contain the features of the websites?\n", + "#URL', 'URL_LENGTH', 'NUMBER_SPECIAL_CHARACTERS', 'CHARSET', 'SERVER',\n", + " #'CONTENT_LENGTH', 'WHOIS_COUNTRY', 'WHOIS_STATEPRO', 'WHOIS_REGDATE',\n", + " #'WHOIS_UPDATED_DATE', 'TCP_CONVERSATION_EXCHANGE',\n", + " #'DIST_REMOTE_TCP_PORT', 'REMOTE_IPS', 'APP_BYTES', 'SOURCE_APP_PACKETS',\n", + " #'REMOTE_APP_PACKETS', 'SOURCE_APP_BYTES', 'REMOTE_APP_BYTES',\n", + " #'APP_PACKETS', 'DNS_QUERY_TIMES'" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Type\n", + "0 1565\n", + "1 216\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "websites.Type.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "#Which column contains the feature we will predict? \n", + "#The target is Type. \n", + "\n", + "#What is the code standing for benign vs malicious websites?\n", + "#De acuerdo con el value counts consideramos que el 0 es para paginas benignas y el 1 es para paginas malignas." + ] + }, + { + "cell_type": "code", + "execution_count": 14, "metadata": {}, "outputs": [], "source": [ - "# Your comment here" + "#Do we need to transform any of the columns from categorical to ordinal values? \n", + "#No, \n", + "\n", + "#If so what are these columns?\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1781" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(websites)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "URL 1781\n", + "URL_LENGTH 142\n", + "NUMBER_SPECIAL_CHARACTERS 31\n", + "CHARSET 8\n", + "SERVER 238\n", + "CONTENT_LENGTH 637\n", + "WHOIS_COUNTRY 48\n", + "WHOIS_STATEPRO 181\n", + "WHOIS_REGDATE 890\n", + "WHOIS_UPDATED_DATE 593\n", + "TCP_CONVERSATION_EXCHANGE 103\n", + "DIST_REMOTE_TCP_PORT 66\n", + "REMOTE_IPS 18\n", + "APP_BYTES 825\n", + "SOURCE_APP_PACKETS 113\n", + "REMOTE_APP_PACKETS 116\n", + "SOURCE_APP_BYTES 885\n", + "REMOTE_APP_BYTES 822\n", + "APP_PACKETS 113\n", + "DNS_QUERY_TIMES 10\n", + "Type 2\n", + "dtype: int64" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "websites.nunique()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['iso-8859-1', 'UTF-8', 'us-ascii', 'ISO-8859-1', 'utf-8', nan,\n", + " 'windows-1251', 'ISO-8859', 'windows-1252'], dtype=object)" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "websites.CHARSET.unique()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "

Copy as best practices

" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "df = websites.copy()" ] }, { @@ -102,20 +614,56 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 21, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "# Your comment here\n", + "cat = df.select_dtypes(exclude=\"number\")\n", + "num = df.select_dtypes(include=\"number\")" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#You will create a correlation matrix using the numeric columns in the dataset. \n", + "#Create a heatmap using seaborn to visualize which columns have high collinearity.\n", + "num_corr = round(num.corr(), 2)\n", + "\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()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, "metadata": {}, "outputs": [], "source": [ - "# Your comment here" + "#Comment on which columns you might need to remove due to high collinearity.\n", + "#We need to erase the colums: SOURCE_APP_PACKETS, REMOTE_APP_PACKETS, APP_PACKETS, REMOTE_APP_BYTES, SOURCE_APP_PACKETS\n", + "\n" ] }, { @@ -133,29 +681,381 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 25, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "# Your code here\n", + "df_clean = num.drop(columns = [\"SOURCE_APP_PACKETS\", \"TCP_CONVERSATION_EXCHANGE\",\"REMOTE_APP_PACKETS\",\"APP_BYTES\"])" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " URL_LENGTH NUMBER_SPECIAL_CHARACTERS CONTENT_LENGTH \\\n", + "0 16 7 263.0 \n", + "1 16 6 15087.0 \n", + "2 16 6 324.0 \n", + "3 17 6 162.0 \n", + "4 17 6 124140.0 \n", + "\n", + " DIST_REMOTE_TCP_PORT REMOTE_IPS SOURCE_APP_BYTES REMOTE_APP_BYTES \\\n", + "0 0 2 1153 832 \n", + "1 7 4 1265 1230 \n", + "2 0 0 0 0 \n", + "3 22 3 18784 4380 \n", + "4 2 5 129889 4586 \n", + "\n", + " APP_PACKETS DNS_QUERY_TIMES Type \n", + "0 9 2.0 1 \n", + "1 17 0.0 0 \n", + "2 0 0.0 0 \n", + "3 39 8.0 0 \n", + "4 61 4.0 0 " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_clean.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 30, "metadata": {}, "outputs": [], "source": [ - "# Your comment here" + "num_corr_clean = round(df_clean.corr(), 2)" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Print heatmap again\n", + "mask = np.zeros_like(num_corr_clean)\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_clean, 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()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, "metadata": {}, "outputs": [], "source": [ - "# Print heatmap again\n" + "#if we really want all the corralation below 90 we should eliminate the column url_length.\n", + "#This column is really correlate with my target therefore i would leave this column." ] }, { @@ -169,11 +1069,33 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 34, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "URL_LENGTH 0\n", + "NUMBER_SPECIAL_CHARACTERS 0\n", + "CONTENT_LENGTH 812\n", + "DIST_REMOTE_TCP_PORT 0\n", + "REMOTE_IPS 0\n", + "SOURCE_APP_BYTES 0\n", + "REMOTE_APP_BYTES 0\n", + "APP_PACKETS 0\n", + "DNS_QUERY_TIMES 1\n", + "Type 0\n", + "dtype: int64" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Your code here\n" + "# Your code here\n", + "df_clean.isna().sum()\n" ] }, { @@ -187,20 +1109,25 @@ }, { "cell_type": "code", - "execution_count": 11, - "metadata": {}, + "execution_count": 36, + "metadata": { + "scrolled": true + }, "outputs": [], "source": [ - "# Your code here\n" + "# Your code here, we can put df_clean = df_clean.drop... or we can do it like: df_clean.drop(columns=[\"CONTENT_LENGTH\"], inplace=True)\n", + "df_clean = df_clean.drop(columns = [\"CONTENT_LENGTH\"])" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 37, "metadata": {}, "outputs": [], "source": [ - "# Your comment here" + "# Your comment here\n", + "#I decide to erase the column CONTENT_LENGTH because is the one with must na values, we cant use the mean to fill the na because this would move a lot\n", + "#our statistics. " ] }, { @@ -214,11 +1141,71 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "URL_LENGTH 0\n", + "NUMBER_SPECIAL_CHARACTERS 0\n", + "DIST_REMOTE_TCP_PORT 0\n", + "REMOTE_IPS 0\n", + "SOURCE_APP_BYTES 0\n", + "REMOTE_APP_BYTES 0\n", + "APP_PACKETS 0\n", + "DNS_QUERY_TIMES 1\n", + "Type 0\n", + "dtype: int64" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Examine missing values in each column\n", + "df_clean.isna().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, "metadata": {}, "outputs": [], "source": [ - "# Examine missing values in each column\n" + "df_clean['DNS_QUERY_TIMES'].fillna(method='ffill', inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "URL_LENGTH 0\n", + "NUMBER_SPECIAL_CHARACTERS 0\n", + "DIST_REMOTE_TCP_PORT 0\n", + "REMOTE_IPS 0\n", + "SOURCE_APP_BYTES 0\n", + "REMOTE_APP_BYTES 0\n", + "APP_PACKETS 0\n", + "DNS_QUERY_TIMES 0\n", + "Type 0\n", + "dtype: int64" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Examine missing values in each column\n", + "df_clean.isna().sum()" ] }, { @@ -256,11 +1243,272 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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URLCHARSETSERVERWHOIS_COUNTRYWHOIS_STATEPROWHOIS_REGDATEWHOIS_UPDATED_DATE
0M0_109iso-8859-1nginxNaNNaN10/10/2015 18:21NaN
1B0_2314UTF-8Apache/2.4.10NaNNaNNaNNaN
2B0_911us-asciiMicrosoft-HTTPAPI/2.0NaNNaNNaNNaN
3B0_113ISO-8859-1nginxUSAK7/10/1997 4:0012/09/2013 0:45
4B0_403UTF-8NaNUSTX12/05/1996 0:0011/04/2017 0:00
\n", + "
" + ], + "text/plain": [ + " URL CHARSET SERVER WHOIS_COUNTRY WHOIS_STATEPRO \\\n", + "0 M0_109 iso-8859-1 nginx NaN NaN \n", + "1 B0_2314 UTF-8 Apache/2.4.10 NaN NaN \n", + "2 B0_911 us-ascii Microsoft-HTTPAPI/2.0 NaN NaN \n", + "3 B0_113 ISO-8859-1 nginx US AK \n", + "4 B0_403 UTF-8 NaN US TX \n", + "\n", + " WHOIS_REGDATE WHOIS_UPDATED_DATE \n", + "0 10/10/2015 18:21 NaN \n", + "1 NaN NaN \n", + "2 NaN NaN \n", + "3 7/10/1997 4:00 12/09/2013 0:45 \n", + "4 12/05/1996 0:00 11/04/2017 0:00 " + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "48" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Your code here\n", + "cat.WHOIS_COUNTRY.nunique()" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([nan, 'US', 'SC', 'GB', 'UK', 'RU', 'AU', 'CA', 'PA', 'se', 'IN',\n", + " 'LU', 'TH', \"[u'GB'; u'UK']\", 'FR', 'NL', 'UG', 'JP', 'CN', 'SE',\n", + " 'SI', 'IL', 'ru', 'KY', 'AT', 'CZ', 'PH', 'BE', 'NO', 'TR', 'LV',\n", + " 'DE', 'ES', 'BR', 'us', 'KR', 'HK', 'UA', 'CH', 'United Kingdom',\n", + " 'BS', 'PK', 'IT', 'Cyprus', 'BY', 'AE', 'IE', 'UY', 'KG'],\n", + " dtype=object)" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat.WHOIS_COUNTRY.unique()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "#tengo esto cambialo por esto, key= a lo que tengo y value es lo que quiero\n", + "country_mapping = {\n", + " 'nan': None,\n", + " 'US': 'US',\n", + " 'us': 'US',\n", + " 'GB': 'GB',\n", + " 'UK': 'GB',\n", + " 'United Kingdom': 'GB',\n", + " \"[u'GB'; u'UK']\": 'GB',\n", + " 'RU': 'RU',\n", + " 'ru': 'RU',\n", + " 'AU': 'AU',\n", + " 'CA': 'CA',\n", + " 'PA': 'PA',\n", + " 'se': 'SE',\n", + " 'SE': 'SE',\n", + " 'IN': 'IN',\n", + " 'LU': 'LU',\n", + " 'TH': 'TH',\n", + " 'FR': 'FR',\n", + " 'NL': 'NL',\n", + " 'UG': 'UG',\n", + " 'JP': 'JP',\n", + " 'CN': 'CN',\n", + " 'SI': 'SI',\n", + " 'IL': 'IL',\n", + " 'KY': 'KY',\n", + " 'AT': 'AT',\n", + " 'CZ': 'CZ',\n", + " 'PH': 'PH',\n", + " 'BE': 'BE',\n", + " 'NO': 'NO',\n", + " 'TR': 'TR',\n", + " 'LV': 'LV',\n", + " 'DE': 'DE',\n", + " 'ES': 'ES',\n", + " 'BR': 'BR',\n", + " 'KR': 'KR',\n", + " 'HK': 'HK',\n", + " 'UA': 'UA',\n", + " 'CH': 'CH',\n", + " 'BS': 'BS',\n", + " 'PK': 'PK',\n", + " 'IT': 'IT',\n", + " 'CY': 'CY',\n", + " 'Cyprus': 'CY',\n", + " 'BY': 'BY',\n", + " 'AE': 'AE',\n", + " 'IE': 'IE',\n", + " 'UY': 'UY',\n", + " 'KG': 'KG'\n", + "}\n" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "49" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(country_mapping)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [], + "source": [ + "cat['WHOIS_COUNTRY'].replace(country_mapping, inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "42" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat.WHOIS_COUNTRY.nunique()" ] }, { @@ -278,11 +1526,66 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 52, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "WHOIS_COUNTRY\n", + "US 1106\n", + "CA 84\n", + "ES 63\n", + "GB 35\n", + "AU 35\n", + "PA 21\n", + "JP 11\n", + "CN 10\n", + "IN 10\n", + "FR 9\n", + "CZ 9\n", + "CH 6\n", + "NL 6\n", + "RU 6\n", + "KR 5\n", + "AT 4\n", + "BS 4\n", + "PH 4\n", + "SE 4\n", + "KY 3\n", + "TR 3\n", + "DE 3\n", + "HK 3\n", + "SC 3\n", + "BE 3\n", + "NO 2\n", + "UA 2\n", + "UY 2\n", + "CY 2\n", + "SI 2\n", + "KG 2\n", + "IL 2\n", + "BR 2\n", + "TH 1\n", + "PK 1\n", + "IT 1\n", + "UG 1\n", + "BY 1\n", + "AE 1\n", + "IE 1\n", + "LV 1\n", + "LU 1\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Your code here\n" + "# Your code here\n", + "cat.WHOIS_COUNTRY.value_counts()\n" ] }, { @@ -294,13 +1597,52 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 54, "metadata": { "scrolled": true }, "outputs": [], "source": [ - "# Your code here\n" + "# Your code here\n", + "# Step 1: Get the top 10 values \n", + "\n", + "top_10_values = cat[\"WHOIS_COUNTRY\"].value_counts().head(10).index \n", + "\n", + "#Step 2: Create a new column with values ‘OTHER’ for values not in top 10 \n", + "\n", + "cat[\"WHOIS_COUNTRY\"] = cat[\"WHOIS_COUNTRY\"].apply(lambda x: x if x in top_10_values else \"OTHER\")" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "WHOIS_COUNTRY\n", + "US 1106\n", + "OTHER 397\n", + "CA 84\n", + "ES 63\n", + "GB 35\n", + "AU 35\n", + "PA 21\n", + "JP 11\n", + "IN 10\n", + "CN 10\n", + "FR 9\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat.WHOIS_COUNTRY.value_counts()" ] }, { @@ -316,11 +1658,102 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 57, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "# Your code here\n", + "cat = cat.drop(columns = [\"WHOIS_STATEPRO\",\"WHOIS_REGDATE\",\"WHOIS_UPDATED_DATE\"])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " URL CHARSET SERVER WHOIS_COUNTRY\n", + "0 M0_109 iso-8859-1 nginx OTHER\n", + "1 B0_2314 UTF-8 Apache/2.4.10 OTHER\n", + "2 B0_911 us-ascii Microsoft-HTTPAPI/2.0 OTHER\n", + "3 B0_113 ISO-8859-1 nginx US\n", + "4 B0_403 UTF-8 NaN US" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat.head()" ] }, { @@ -334,11 +1767,27 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 60, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "URL object\n", + "CHARSET object\n", + "SERVER object\n", + "WHOIS_COUNTRY object\n", + "dtype: object" + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Your code here\n" + "# Your code here\n", + "cat.dtypes" ] }, { @@ -350,11 +1799,96 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 62, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "# Your code here\n", + "cat = cat.drop(columns = [\"URL\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " CHARSET SERVER WHOIS_COUNTRY\n", + "0 iso-8859-1 nginx OTHER\n", + "1 UTF-8 Apache/2.4.10 OTHER\n", + "2 us-ascii Microsoft-HTTPAPI/2.0 OTHER\n", + "3 ISO-8859-1 nginx US\n", + "4 UTF-8 NaN US" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat.head()" ] }, { @@ -366,11 +1900,24 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 65, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array(['iso-8859-1', 'UTF-8', 'us-ascii', 'ISO-8859-1', 'utf-8', nan,\n", + " 'windows-1251', 'ISO-8859', 'windows-1252'], dtype=object)" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Your code here" + "# Your code here\n", + "cat.CHARSET.unique()" ] }, { @@ -384,11 +1931,152 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 67, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array(['nginx', 'Apache/2.4.10', 'Microsoft-HTTPAPI/2.0', nan, 'Apache/2',\n", + " '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 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mod_fcgid/2.3.9',\n", + " 'gunicorn/19.7.1',\n", + " 'Apache/2.2.31 (Unix) mod_ssl/2.2.31 OpenSSL/0.9.8e-fips-rhel5 mod_bwlimited/1.4',\n", + " 'Apache/2.4.6 (CentOS) OpenSSL/1.0.1e-fips PHP/5.4.16',\n", + " 'mw2241.codfw.wmnet',\n", + " 'Apache/1.3.33 (Unix) mod_ssl/2.8.24 OpenSSL/0.9.7e-p1 PHP/4.4.8',\n", + " 'lighttpd', 'mw2230.codfw.wmnet',\n", + " 'Apache/2.4.6 (CentOS) OpenSSL/1.0.1e-fips', 'AkamaiGHost',\n", + " 'mw2240.codfw.wmnet', 'nginx/1.10.2', 'PWS/8.2.0.7', 'nginx/1.2.1',\n", + " 'nxfps',\n", + " 'Apache/2.2.16 (Unix) mod_ssl/2.2.16 OpenSSL/0.9.8e-fips-rhel5 mod_auth_passthrough/2.1 mod_bwlimited/1.4',\n", + " 'Play', 'mw2185.codfw.wmnet',\n", + " 'Apache/2.4.10 (Unix) OpenSSL/1.0.1k',\n", + " 'Apache/Not telling (Unix) AuthTDS/1.1',\n", + " 'Apache/2.2.11 (Unix) PHP/5.2.6', 'Scratch Web Server',\n", + " 'marrakesh 1.12.2', 'nginx/0.8.35', 'mw2182.codfw.wmnet',\n", + " '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": 67, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Your code here\n" + "# Your code here\n", + "cat.SERVER.unique()" ] }, { @@ -400,11 +2088,12 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 69, "metadata": {}, "outputs": [], "source": [ - "# Your comment here\n" + "# Your comment here\n", + "#I think that i would use a regex to indicate that i want everything before the /." ] }, { @@ -418,22 +2107,87 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 71, "metadata": {}, "outputs": [], "source": [ - "# Your code here\n" + "# Your code here\n", + "import re\n", + "regex = r\"^[^/]+\"\n", + "cat['SERVER'] = cat['SERVER'].apply(lambda x: re.match(regex, str(x)).group(0) if isinstance(x, str) and re.match(regex, str(x)) else x)" ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 72, "metadata": { - "scrolled": false + "scrolled": true }, + "outputs": [ + { + "data": { + "text/plain": [ + "SERVER\n", + "Apache 622\n", + "nginx 337\n", + "Microsoft-HTTPAPI 113\n", + "cloudflare-nginx 94\n", + "Microsoft-IIS 85\n", + " ... \n", + "mw2103.codfw.wmnet 1\n", + "barista 1\n", + "mw2190.codfw.wmnet 1\n", + "mw2107.codfw.wmnet 1\n", + "IdeaWebServer 1\n", + "Name: count, Length: 110, dtype: int64" + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Count `SERVER` value counts here\n", + "cat.SERVER.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, "outputs": [], "source": [ - "# Count `SERVER` value counts here\n" + "top_3_server = cat[\"SERVER\"].value_counts().head(3).index \n", + "\n", + "#Step 2: Create a new column with values ‘OTHER’ for values not in top 10 \n", + "\n", + "cat[\"SERVER\"] = cat[\"SERVER\"].apply(lambda x: x if x in top_3_server else \"OTHER\")" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SERVER\n", + "OTHER 709\n", + "Apache 622\n", + "nginx 337\n", + "Microsoft-HTTPAPI 113\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 74, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cat.SERVER.value_counts()" ] }, { @@ -445,11 +2199,341 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 76, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " index URL_LENGTH NUMBER_SPECIAL_CHARACTERS DIST_REMOTE_TCP_PORT \\\n", + "0 0 16 7 0 \n", + "1 1 16 6 7 \n", + "2 2 16 6 0 \n", + "3 3 17 6 22 \n", + "4 4 17 6 2 \n", + "\n", + " REMOTE_IPS SOURCE_APP_BYTES REMOTE_APP_BYTES APP_PACKETS \\\n", + "0 2 1153 832 9 \n", + "1 4 1265 1230 17 \n", + "2 0 0 0 0 \n", + "3 3 18784 4380 39 \n", + "4 5 129889 4586 61 \n", + "\n", + " DNS_QUERY_TIMES CHARSET_ISO-8859 CHARSET_ISO-8859-1 CHARSET_UTF-8 \\\n", + "0 2.0 0 0 0 \n", + "1 0.0 0 0 1 \n", + "2 0.0 0 0 0 \n", + "3 8.0 0 1 0 \n", + "4 4.0 0 0 1 \n", + "\n", + " CHARSET_iso-8859-1 CHARSET_us-ascii CHARSET_utf-8 CHARSET_windows-1251 \\\n", + "0 1 0 0 0 \n", + "1 0 0 0 0 \n", + "2 0 1 0 0 \n", + "3 0 0 0 0 \n", + "4 0 0 0 0 \n", + "\n", + " CHARSET_windows-1252 SERVER_Apache SERVER_Microsoft-HTTPAPI \\\n", + "0 0 0 0 \n", + "1 0 1 0 \n", + "2 0 0 1 \n", + "3 0 0 0 \n", + "4 0 0 0 \n", + "\n", + " SERVER_OTHER SERVER_nginx WHOIS_COUNTRY_AU WHOIS_COUNTRY_CA \\\n", + "0 0 1 0 0 \n", + "1 0 0 0 0 \n", + "2 0 0 0 0 \n", + "3 0 1 0 0 \n", + "4 1 0 0 0 \n", + "\n", + " WHOIS_COUNTRY_CN WHOIS_COUNTRY_ES WHOIS_COUNTRY_FR WHOIS_COUNTRY_GB \\\n", + "0 0 0 0 0 \n", + "1 0 0 0 0 \n", + "2 0 0 0 0 \n", + "3 0 0 0 0 \n", + "4 0 0 0 0 \n", + "\n", + " WHOIS_COUNTRY_IN WHOIS_COUNTRY_JP WHOIS_COUNTRY_OTHER WHOIS_COUNTRY_PA \\\n", + "0 0 0 1 0 \n", + "1 0 0 1 0 \n", + "2 0 0 1 0 \n", + "3 0 0 0 0 \n", + "4 0 0 0 0 \n", + "\n", + " WHOIS_COUNTRY_US Type \n", + "0 0 1 \n", + "1 0 0 \n", + "2 0 0 \n", + "3 1 0 \n", + "4 1 0 " + ] + }, + "execution_count": 93, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_final.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "metadata": {}, + "outputs": [], + "source": [ + "df_final.drop(columns = \"index\", inplace =True)" ] }, { @@ -479,13 +3800,45 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 96, "metadata": {}, "outputs": [], "source": [ "from sklearn.model_selection import train_test_split\n", "\n", - "# Your code here:\n" + "# Your code here:\n", + "y = df_final[\"Type\"]\n", + "X = df_final.drop(columns = [\"Type\"]) #pongo corchetes por si quiero mas de una columna \n" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "metadata": {}, + "outputs": [], + "source": [ + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "100% of our data: 1781.\n", + "80% for training data: 1424.\n", + "20% for test data: 357.\n" + ] + } + ], + "source": [ + "print(f'100% of our data: {len(df)}.')\n", + "print(f'80% for training data: {len(X_train)}.')\n", + "print(f'20% for test data: {len(X_test)}.')" ] }, { @@ -499,12 +3852,12 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 100, "metadata": {}, "outputs": [], "source": [ "# Your code here:\n", - "\n" + "model = LogisticRegression()\n" ] }, { @@ -516,12 +3869,66 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 102, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "20% for test prediction data: 357.\n" + ] + } + ], "source": [ "# Your code here:\n", - "\n" + "model.fit(X_train, y_train)\n", + "predictions = model.predict(X_test)\n", + "print(f'20% for test prediction data: {len(predictions)}.')" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " 0 0.89 0.98 0.93 306\n", + " 1 0.74 0.27 0.40 51\n", + "\n", + " accuracy 0.88 357\n", + " macro avg 0.81 0.63 0.67 357\n", + "weighted avg 0.87 0.88 0.86 357\n", + "\n" + ] + } + ], + "source": [ + "print(classification_report(y_test, predictions))" + ] + }, + { + "cell_type": "code", + "execution_count": 225, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Test data accuracy: 0.927170868347339\n", + "Train data accuracy: 0.9487359550561798\n" + ] + } + ], + "source": [ + "print(\"Test data accuracy: \",model.score(X_test,y_test))\n", + "print(\"Train data accuracy: \", model.score(X_train, y_train))" ] }, { @@ -533,12 +3940,45 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 105, "metadata": {}, "outputs": [], "source": [ "# Your code here:\n", - "\n" + "cm = confusion_matrix(y_test, predictions)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 203, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "
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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "disp = ConfusionMatrixDisplay(confusion_matrix=cm)\n", + "plt.figure(figsize=(8, 6))\n", + "disp.plot(cmap='Oranges') \n", + "plt.grid(True)\n", + "plt.show()" ] }, { @@ -550,12 +3990,12 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 107, "metadata": {}, "outputs": [], "source": [ "# Your conclusions here:\n", - "\n" + "#we can conclude that the model has an accurency of .88 but the precision for the type 1 is unprecise because we have a .74.\n" ] }, { @@ -569,14 +4009,45 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 205, "metadata": {}, "outputs": [], "source": [ "# Your code here:\n", + "from sklearn.neighbors import KNeighborsClassifier\n", + "\n", + "model = KNeighborsClassifier(n_neighbors=3)\n", + "model = model.fit(X_train, y_train)\n", + "predictions = model.predict(X_test)\n", "\n" ] }, + { + "cell_type": "code", + "execution_count": 217, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " 0 0.94 0.98 0.96 306\n", + " 1 0.84 0.61 0.70 51\n", + "\n", + " accuracy 0.93 357\n", + " macro avg 0.89 0.79 0.83 357\n", + "weighted avg 0.92 0.93 0.92 357\n", + "\n" + ] + } + ], + "source": [ + "\n", + "print(classification_report(y_test, predictions))" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -586,11 +4057,38 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 219, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Your code here:\n", + "\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", + "plt.grid(True)\n", + "plt.show()\n", "\n" ] }, @@ -605,12 +4103,35 @@ }, { "cell_type": "code", - "execution_count": 36, - "metadata": {}, - "outputs": [], + "execution_count": 221, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " 0 0.94 0.98 0.96 306\n", + " 1 0.84 0.61 0.70 51\n", + "\n", + " accuracy 0.93 357\n", + " macro avg 0.89 0.79 0.83 357\n", + "weighted avg 0.92 0.93 0.92 357\n", + "\n" + ] + } + ], "source": [ "# Your code here:\n", - "\n" + "\n", + "model = KNeighborsClassifier(n_neighbors=5)\n", + "model = model.fit(X_train, y_train)\n", + "predictions = model.predict(X_test)\n", + "\n", + "print(classification_report(y_test, predictions))" ] }, { @@ -622,42 +4143,58 @@ }, { "cell_type": "code", - "execution_count": 37, - "metadata": {}, - "outputs": [], + "execution_count": 223, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Your conclusions here:\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Bonus Challenge - Feature Scaling\n", - "\n", - "Problem-solving in machine learning is iterative. You can improve your model prediction with various techniques (there is a sweetspot for the time you spend and the improvement you receive though). Now you've completed only one iteration of ML analysis. There are more iterations you can conduct to make improvements. In order to be able to do that, you will need deeper knowledge in statistics and master more data analysis techniques. In this bootcamp, we don't have time to achieve that advanced goal. But you will make constant efforts after the bootcamp to eventually get there.\n", "\n", - "However, now we do want you to learn one of the advanced techniques which is called *feature scaling*. The idea of feature scaling is to standardize/normalize the range of independent variables or features of the data. This can make the outliers more apparent so that you can remove them. This step needs to happen during Challenge 6 after you split the training and test data because you don't want to split the data again which makes it impossible to compare your results with and without feature scaling. For general concepts about feature scaling, click [here](https://en.wikipedia.org/wiki/Feature_scaling). To read deeper, click [here](https://medium.com/greyatom/why-how-and-when-to-scale-your-features-4b30ab09db5e).\n", "\n", - "In the next cell, attempt to improve your model prediction accuracy by means of feature scaling. A library you can utilize is `sklearn.preprocessing.RobustScaler` ([documentation](https://scikit-learn.org/stable/modules/generated/sklearn.preprocessing.RobustScaler.html)). You'll use the `RobustScaler` to fit and transform your `X_train`, then transform `X_test`. You will use logistic regression to fit and predict your transformed data and obtain the accuracy score in the same way. Compare the accuracy score with your normalized data with the previous accuracy data. Is there an improvement?" + "cm = confusion_matrix(y_test, predictions)\n", + "disp = ConfusionMatrixDisplay(confusion_matrix=cm)\n", + "plt.figure(figsize=(8, 6))\n", + "disp.plot(cmap='Oranges') \n", + "plt.grid(True)\n", + "plt.show()" ] }, { "cell_type": "code", - "execution_count": 38, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# Your code here" + "#We can conclude that the model improves with the k = 5 therefore we decide to keep this one." ] } ], "metadata": { "kernelspec": { - "display_name": "ironhack-3.7", + "display_name": "Python 3 (ipykernel)", "language": "python", - "name": "ironhack-3.7" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -669,9 +4206,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.3" + "version": "3.12.4" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 }