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+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Before your start:\n",
+ "- Read the README.md file\n",
+ "- Comment as much as you can and use the resources in the README.md file\n",
+ "- Happy learning!"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Import your libraries:\n",
+ "\n",
+ "%matplotlib inline\n",
+ "\n",
+ "import numpy as np\n",
+ "import pandas as pd"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "In this lab, we will explore a dataset that describes websites with different features and labels them either benign or malicious . We will use supervised learning algorithms to figure out what feature patterns malicious websites are likely to have and use our model to predict malicious websites.\n",
+ "\n",
+ "# Challenge 1 - Explore The Dataset\n",
+ "\n",
+ "Let's start by exploring the dataset. First load the data file:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "websites = pd.read_csv('../website.csv')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Explore the data from an bird's-eye view.\n",
+ "\n",
+ "You should already been very familiar with the procedures now so we won't provide the instructions step by step. Reflect on what you did in the previous labs and explore the dataset.\n",
+ "\n",
+ "Things you'll be looking for:\n",
+ "\n",
+ "* What the dataset looks like?\n",
+ "* What are the data types?\n",
+ "* Which columns contain the features of the websites?\n",
+ "* Which column contains the feature we will predict? What is the code standing for benign vs malicious websites?\n",
+ "* Do we need to transform any of the columns from categorical to ordinal values? If so what are these columns?\n",
+ "\n",
+ "Feel free to add additional cells for your explorations. Make sure to comment what you find out."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Your comment here\n",
+ "fig, ax = plt.subplots(figsize=(10,10)) \n",
+ "sn.heatmap(corrMatrix, annot=True)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ ":2: DeprecationWarning: `np.bool` is a deprecated alias for the builtin `bool`. To silence this warning, use `bool` by itself. Doing this will not modify any behavior and is safe. If you specifically wanted the numpy scalar type, use `np.bool_` here.\n",
+ "Deprecated in NumPy 1.20; for more details and guidance: https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations\n",
+ " upper = corr_matrix.where(np.triu(np.ones(corr_matrix.shape), k=1).astype(np.bool))\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "['NUMBER_SPECIAL_CHARACTERS',\n",
+ " 'SOURCE_APP_PACKETS',\n",
+ " 'REMOTE_APP_PACKETS',\n",
+ " 'REMOTE_APP_BYTES',\n",
+ " 'APP_PACKETS']"
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "corr_matrix = websites.corr().abs()\n",
+ "upper = corr_matrix.where(np.triu(np.ones(corr_matrix.shape), k=1).astype(np.bool))\n",
+ "to_drop = [column for column in upper.columns if any(upper[column] > 0.90)]\n",
+ "to_drop"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Challenge 2 - Remove Column Collinearity.\n",
+ "\n",
+ "From the heatmap you created, you should have seen at least 3 columns that can be removed due to high collinearity. Remove these columns from the dataset.\n",
+ "\n",
+ "Note that you should remove as few columns as you can. You don't have to remove all the columns at once. But instead, try removing one column, then produce the heatmap again to determine if additional columns should be removed. As long as the dataset no longer contains columns that are correlated for over 90%, you can stop. Also, keep in mind when two columns have high collinearity, you only need to remove one of them but not both.\n",
+ "\n",
+ "In the cells below, remove as few columns as you can to eliminate the high collinearity in the dataset. Make sure to comment on your way so that the instructional team can learn about your thinking process which allows them to give feedback. At the end, print the heatmap again."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Your code here\n",
+ "selected_to_drop = ['NUMBER_SPECIAL_CHARACTERS', 'SOURCE_APP_PACKETS', 'REMOTE_APP_PACKETS']\n",
+ "websites_new = websites.drop(websites[selected_to_drop], axis=1)\n",
+ "corr_matrix = websites_new.corr().abs()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Your comment here\n",
+ "I selected those columns which have a high collinearity. \n",
+ "After producing the correlation matrix, I selected the upper triangle of the correlation matrix and then, created a list (to drop) which allowed me to find the index of feature columns with correlation greater than 90%."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig, ax = plt.subplots(figsize=(10,10)) \n",
+ "sn.heatmap(corr_matrix, annot=True)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Challenge 3 - Handle Missing Values\n",
+ "\n",
+ "The next step would be handling missing values. **We start by examining the number of missing values in each column, which you will do in the next cell.**"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "URL 0\n",
+ "URL_LENGTH 0\n",
+ "CHARSET 0\n",
+ "SERVER 1\n",
+ "CONTENT_LENGTH 812\n",
+ "WHOIS_COUNTRY 0\n",
+ "WHOIS_STATEPRO 0\n",
+ "WHOIS_REGDATE 0\n",
+ "WHOIS_UPDATED_DATE 0\n",
+ "TCP_CONVERSATION_EXCHANGE 0\n",
+ "DIST_REMOTE_TCP_PORT 0\n",
+ "REMOTE_IPS 0\n",
+ "APP_BYTES 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": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Your code here\n",
+ "websites_new.isnull().sum()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Your code here\n",
+ "websites_new2 = websites_new.dropna()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "If you remember in the previous labs, we drop a column if the column contains a high proportion of missing values. After dropping those problematic columns, we drop the rows with missing values.\n",
+ "\n",
+ "#### In the cells below, handle the missing values from the dataset. Remember to comment the rationale of your decisions."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "websites_clean = websites_new2.drop(['CONTENT_LENGTH'], axis=1)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Your comment here\n",
+ "I have decided to drop every column that has a missing value or na."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### Again, examine the number of missing values in each column. \n",
+ "\n",
+ "If all cleaned, proceed. Otherwise, go back and do more cleaning."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Int64Index: 967 entries, 0 to 1780\n",
+ "Data columns (total 17 columns):\n",
+ " # Column Non-Null Count Dtype \n",
+ "--- ------ -------------- ----- \n",
+ " 0 URL 967 non-null object \n",
+ " 1 URL_LENGTH 967 non-null int64 \n",
+ " 2 CHARSET 967 non-null object \n",
+ " 3 SERVER 967 non-null object \n",
+ " 4 WHOIS_COUNTRY 967 non-null object \n",
+ " 5 WHOIS_STATEPRO 967 non-null object \n",
+ " 6 WHOIS_REGDATE 967 non-null object \n",
+ " 7 WHOIS_UPDATED_DATE 967 non-null object \n",
+ " 8 TCP_CONVERSATION_EXCHANGE 967 non-null int64 \n",
+ " 9 DIST_REMOTE_TCP_PORT 967 non-null int64 \n",
+ " 10 REMOTE_IPS 967 non-null int64 \n",
+ " 11 APP_BYTES 967 non-null int64 \n",
+ " 12 SOURCE_APP_BYTES 967 non-null int64 \n",
+ " 13 REMOTE_APP_BYTES 967 non-null int64 \n",
+ " 14 APP_PACKETS 967 non-null int64 \n",
+ " 15 DNS_QUERY_TIMES 967 non-null float64\n",
+ " 16 Type 967 non-null int64 \n",
+ "dtypes: float64(1), int64(9), object(7)\n",
+ "memory usage: 136.0+ KB\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Examine missing values in each column\n",
+ "websites_clean.info()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Challenge 4 - Handle `WHOIS_*` Categorical Data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "There are several categorical columns we need to handle. These columns are:\n",
+ "\n",
+ "* `URL`\n",
+ "* `CHARSET`\n",
+ "* `SERVER`\n",
+ "* `WHOIS_COUNTRY`\n",
+ "* `WHOIS_STATEPRO`\n",
+ "* `WHOIS_REGDATE`\n",
+ "* `WHOIS_UPDATED_DATE`\n",
+ "\n",
+ "How to handle string columns is always case by case. Let's start by working on `WHOIS_COUNTRY`. Your steps are:\n",
+ "\n",
+ "1. List out the unique values of `WHOIS_COUNTRY`.\n",
+ "1. Consolidate the country values with consistent country codes. For example, the following values refer to the same country and should use consistent country code:\n",
+ " * `CY` and `Cyprus`\n",
+ " * `US` and `us`\n",
+ " * `SE` and `se`\n",
+ " * `GB`, `United Kingdom`, and `[u'GB'; u'UK']`\n",
+ "\n",
+ "#### In the cells below, fix the country values as intructed above."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Requirement already satisfied: country_converter in /home/bribas/anaconda3/envs/clase/lib/python3.8/site-packages (0.7.3)\n",
+ "Requirement already satisfied: pandas>=1.0 in /home/bribas/anaconda3/envs/clase/lib/python3.8/site-packages (from country_converter) (1.2.4)\n",
+ "Requirement already satisfied: python-dateutil>=2.7.3 in /home/bribas/.local/lib/python3.8/site-packages (from pandas>=1.0->country_converter) (2.8.1)\n",
+ "Requirement already satisfied: pytz>=2017.3 in /home/bribas/anaconda3/envs/clase/lib/python3.8/site-packages (from pandas>=1.0->country_converter) (2021.1)\n",
+ "Requirement already satisfied: numpy>=1.16.5 in /home/bribas/anaconda3/envs/clase/lib/python3.8/site-packages (from pandas>=1.0->country_converter) (1.20.2)\n",
+ "Requirement already satisfied: six>=1.5 in /home/bribas/anaconda3/envs/clase/lib/python3.8/site-packages (from python-dateutil>=2.7.3->pandas>=1.0->country_converter) (1.15.0)\n"
+ ]
+ }
+ ],
+ "source": [
+ "!pip install country_converter "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import country_converter as coco"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "array(['None', 'US', 'GB', 'UK', 'RU', 'AU', 'CA', 'PA', 'se', 'IN',\n",
+ " \"[u'GB'; u'UK']\", 'UG', 'JP', 'SI', 'IL', 'AT', 'CN', 'BE', 'NO',\n",
+ " 'TR', 'KY', 'BR', 'SC', 'NL', 'FR', 'CZ', 'KR', 'UA', 'CH', 'HK',\n",
+ " 'United Kingdom', 'DE', 'IT', 'BS', 'SE', 'Cyprus', 'us', 'BY',\n",
+ " 'AE', 'IE', 'PH', 'UY'], dtype=object)"
+ ]
+ },
+ "execution_count": 20,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Your code here\n",
+ "websites_clean.WHOIS_COUNTRY.unique()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Your code here\n",
+ "websites_clean[\"WHOIS_COUNTRY\"].replace({\"us\": \"US\", \"Cyprus\": \"CY\", \"ru\": \"RU\", \"[u'GB'; u'UK']\": \"UK\", \"United Kingdom\": \"UK\", \"se\": \"SE\"}, inplace = True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "None not found in regex\n",
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+ "None not found in regex\n",
+ "UK not found in ISO2\n",
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+ "None not found in regex\n",
+ "UK not found in ISO2\n",
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+ "None not found in regex\n",
+ "None not found in regex\n",
+ "None not found in regex\n"
+ ]
+ }
+ ],
+ "source": [
+ "cc = coco.CountryConverter()\n",
+ "standard_names = coco.convert(names=websites.WHOIS_COUNTRY, to='name_short')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "array(['None', 'US', 'GB', 'UK', 'RU', 'AU', 'CA', 'PA', 'SE', 'IN', 'UG',\n",
+ " 'JP', 'SI', 'IL', 'AT', 'CN', 'BE', 'NO', 'TR', 'KY', 'BR', 'SC',\n",
+ " 'NL', 'FR', 'CZ', 'KR', 'UA', 'CH', 'HK', 'DE', 'IT', 'BS', 'CY',\n",
+ " 'BY', 'AE', 'IE', 'PH', 'UY'], dtype=object)"
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "websites_clean.WHOIS_COUNTRY.unique()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Since we have fixed the country values, can we convert this column to ordinal now?\n",
+ "\n",
+ "Not yet. If you reflect on the previous labs how we handle categorical columns, you probably remember we ended up dropping a lot of those columns because there are too many unique values. Too many unique values in a column is not desirable in machine learning because it makes prediction inaccurate. But there are workarounds under certain conditions. One of the fixable conditions is:\n",
+ "\n",
+ "#### If a limited number of values account for the majority of data, we can retain these top values and re-label all other rare values.\n",
+ "\n",
+ "The `WHOIS_COUNTRY` column happens to be this case. You can verify it by print a bar chart of the `value_counts` in the next cell to verify:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "US 591\n",
+ "None 208\n",
+ "CA 45\n",
+ "AU 16\n",
+ "GB 15\n",
+ "UK 12\n",
+ "PA 10\n",
+ "IN 6\n",
+ "JP 6\n",
+ "CH 6\n",
+ "AT 4\n",
+ "CN 3\n",
+ "TR 3\n",
+ "FR 3\n",
+ "KR 3\n",
+ "BR 2\n",
+ "BS 2\n",
+ "NL 2\n",
+ "HK 2\n",
+ "NO 2\n",
+ "UY 2\n",
+ "IL 2\n",
+ "BE 2\n",
+ "CY 2\n",
+ "SE 2\n",
+ "DE 2\n",
+ "UA 2\n",
+ "SC 2\n",
+ "PH 1\n",
+ "BY 1\n",
+ "IE 1\n",
+ "IT 1\n",
+ "UG 1\n",
+ "CZ 1\n",
+ "AE 1\n",
+ "KY 1\n",
+ "SI 1\n",
+ "RU 1\n",
+ "Name: WHOIS_COUNTRY, dtype: int64"
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "websites_clean[\"WHOIS_COUNTRY\"].value_counts()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "#### After verifying, now let's keep the top 10 values of the column and re-label other columns with `OTHER`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [],
+ "source": [
+ "# Your code here\n",
+ "list_others = [\"FR\", \"CZ\", \"NL\", \"RU\", \"CH\", \"KR\", \"PH\", \"BS\", \"SE\", \"AT\", \"DE\", \"SC\", \"TR\", \"KY\", \"HK\", \"BE\", \"IL\", \"UY\", \"SI\", \"NO\", \"UA\", \"CY\", \"KG\", \"BR\", \"IT\", \"LV\", \"BY\", \"AE\", \"TH\", \n",
+ "\"LU\", \"UG\", \"IE\", \"PK\"]\n",
+ "websites_clean[\"WHOIS_COUNTRY\"].replace(list_others, \"OTHER\", inplace = True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "US 591\n",
+ "None 208\n",
+ "OTHER 55\n",
+ "CA 45\n",
+ "AU 16\n",
+ "GB 15\n",
+ "UK 12\n",
+ "PA 10\n",
+ "JP 6\n",
+ "IN 6\n",
+ "CN 3\n",
+ "Name: WHOIS_COUNTRY, dtype: int64"
+ ]
+ },
+ "execution_count": 26,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "websites_clean[\"WHOIS_COUNTRY\"].value_counts()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now since `WHOIS_COUNTRY` has been re-labelled, we don't need `WHOIS_STATEPRO` any more because the values of the states or provinces may not be relevant any more. We'll drop this column.\n",
+ "\n",
+ "In addition, we will also drop `WHOIS_REGDATE` and `WHOIS_UPDATED_DATE`. These are the registration and update dates of the website domains. Not of our concerns.\n",
+ "\n",
+ "#### In the next cell, drop `['WHOIS_STATEPRO', 'WHOIS_REGDATE', 'WHOIS_UPDATED_DATE']`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "