diff --git a/stock-price-prediction/.tool-versions b/stock-price-prediction/.tool-versions
new file mode 100644
index 0000000..28b9ff6
--- /dev/null
+++ b/stock-price-prediction/.tool-versions
@@ -0,0 +1 @@
+python 3.10.11
diff --git a/stock-price-prediction/feature_selection.ipynb b/stock-price-prediction/feature_selection.ipynb
new file mode 100644
index 0000000..651fbfb
--- /dev/null
+++ b/stock-price-prediction/feature_selection.ipynb
@@ -0,0 +1,809 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "> Reference: https://www.geeksforgeeks.org/stock-price-prediction-using-machine-learning-in-python/"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 37,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.2.1\u001b[0m\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
+ "Note: you may need to restart the kernel to use updated packages.\n",
+ "\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.2.1\u001b[0m\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
+ "Note: you may need to restart the kernel to use updated packages.\n",
+ "\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.2.1\u001b[0m\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
+ "Note: you may need to restart the kernel to use updated packages.\n",
+ "\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.2.1\u001b[0m\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
+ "Note: you may need to restart the kernel to use updated packages.\n",
+ "\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.2.1\u001b[0m\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
+ "Note: you may need to restart the kernel to use updated packages.\n",
+ "\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.2.1\u001b[0m\n",
+ "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
+ "Note: you may need to restart the kernel to use updated packages.\n"
+ ]
+ }
+ ],
+ "source": [
+ "%pip install pandas -q\n",
+ "%pip install numpy -q\n",
+ "%pip install seaborn -q\n",
+ "%pip install matplotlib -q\n",
+ "%pip install yfinance -q\n",
+ "%pip install scikit-learn -q"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 38,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd\n",
+ "import numpy as np\n",
+ "import seaborn as sns\n",
+ "import matplotlib.pyplot as plt\n",
+ "import yfinance as yf"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Load dataset of bank stock price"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ticker = \"ITUB4.SA\"\n",
+ "data = yf.download(ticker, start=\"2008-01-01\", progress=False)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Open | \n",
+ " High | \n",
+ " Low | \n",
+ " Close | \n",
+ " Adj Close | \n",
+ " Volume | \n",
+ "
\n",
+ " \n",
+ " | Date | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 2008-01-02 | \n",
+ " 15.100806 | \n",
+ " 15.223335 | \n",
+ " 14.306027 | \n",
+ " 14.411997 | \n",
+ " 8.390956 | \n",
+ " 6442543 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-03 | \n",
+ " 14.372258 | \n",
+ " 14.736532 | \n",
+ " 14.117267 | \n",
+ " 14.140448 | \n",
+ " 8.232851 | \n",
+ " 7212266 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-04 | \n",
+ " 14.315962 | \n",
+ " 14.431867 | \n",
+ " 13.799355 | \n",
+ " 14.239795 | \n",
+ " 8.290695 | \n",
+ " 7374122 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-07 | \n",
+ " 14.292780 | \n",
+ " 14.570953 | \n",
+ " 14.007985 | \n",
+ " 14.239795 | \n",
+ " 8.290695 | \n",
+ " 7597580 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-08 | \n",
+ " 14.534526 | \n",
+ " 14.703416 | \n",
+ " 14.256353 | \n",
+ " 14.372258 | \n",
+ " 8.367826 | \n",
+ " 5372057 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Open High Low Close Adj Close Volume\n",
+ "Date \n",
+ "2008-01-02 15.100806 15.223335 14.306027 14.411997 8.390956 6442543\n",
+ "2008-01-03 14.372258 14.736532 14.117267 14.140448 8.232851 7212266\n",
+ "2008-01-04 14.315962 14.431867 13.799355 14.239795 8.290695 7374122\n",
+ "2008-01-07 14.292780 14.570953 14.007985 14.239795 8.290695 7597580\n",
+ "2008-01-08 14.534526 14.703416 14.256353 14.372258 8.367826 5372057"
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.head()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Data analysis"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Visualize dataset info"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(3875, 6)"
+ ]
+ },
+ "execution_count": 25,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Open | \n",
+ " High | \n",
+ " Low | \n",
+ " Close | \n",
+ " Adj Close | \n",
+ " Volume | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | count | \n",
+ " 3875.000000 | \n",
+ " 3875.000000 | \n",
+ " 3875.000000 | \n",
+ " 3875.000000 | \n",
+ " 3875.000000 | \n",
+ " 3.875000e+03 | \n",
+ "
\n",
+ " \n",
+ " | mean | \n",
+ " 21.515957 | \n",
+ " 21.797701 | \n",
+ " 21.220961 | \n",
+ " 21.511065 | \n",
+ " 16.728894 | \n",
+ " 2.267181e+07 | \n",
+ "
\n",
+ " \n",
+ " | std | \n",
+ " 7.123247 | \n",
+ " 7.186731 | \n",
+ " 7.053614 | \n",
+ " 7.116164 | \n",
+ " 7.934243 | \n",
+ " 1.393961e+07 | \n",
+ "
\n",
+ " \n",
+ " | min | \n",
+ " 7.244082 | \n",
+ " 7.653890 | \n",
+ " 6.999853 | \n",
+ " 7.244082 | \n",
+ " 4.217656 | \n",
+ " 0.000000e+00 | \n",
+ "
\n",
+ " \n",
+ " | 25% | \n",
+ " 15.765357 | \n",
+ " 15.965895 | \n",
+ " 15.577260 | \n",
+ " 15.774407 | \n",
+ " 9.843244 | \n",
+ " 1.333051e+07 | \n",
+ "
\n",
+ " \n",
+ " | 50% | \n",
+ " 19.382919 | \n",
+ " 19.680441 | \n",
+ " 19.142590 | \n",
+ " 19.421488 | \n",
+ " 13.554216 | \n",
+ " 1.949632e+07 | \n",
+ "
\n",
+ " \n",
+ " | 75% | \n",
+ " 26.905000 | \n",
+ " 27.286667 | \n",
+ " 26.580000 | \n",
+ " 26.905000 | \n",
+ " 24.137592 | \n",
+ " 2.863745e+07 | \n",
+ "
\n",
+ " \n",
+ " | max | \n",
+ " 38.669998 | \n",
+ " 39.790001 | \n",
+ " 38.400002 | \n",
+ " 39.689999 | \n",
+ " 33.508633 | \n",
+ " 1.606699e+08 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Open High Low Close Adj Close \\\n",
+ "count 3875.000000 3875.000000 3875.000000 3875.000000 3875.000000 \n",
+ "mean 21.515957 21.797701 21.220961 21.511065 16.728894 \n",
+ "std 7.123247 7.186731 7.053614 7.116164 7.934243 \n",
+ "min 7.244082 7.653890 6.999853 7.244082 4.217656 \n",
+ "25% 15.765357 15.965895 15.577260 15.774407 9.843244 \n",
+ "50% 19.382919 19.680441 19.142590 19.421488 13.554216 \n",
+ "75% 26.905000 27.286667 26.580000 26.905000 24.137592 \n",
+ "max 38.669998 39.790001 38.400002 39.689999 33.508633 \n",
+ "\n",
+ " Volume \n",
+ "count 3.875000e+03 \n",
+ "mean 2.267181e+07 \n",
+ "std 1.393961e+07 \n",
+ "min 0.000000e+00 \n",
+ "25% 1.333051e+07 \n",
+ "50% 1.949632e+07 \n",
+ "75% 2.863745e+07 \n",
+ "max 1.606699e+08 "
+ ]
+ },
+ "execution_count": 26,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "DatetimeIndex: 3875 entries, 2008-01-02 to 2023-08-11\n",
+ "Data columns (total 6 columns):\n",
+ " # Column Non-Null Count Dtype \n",
+ "--- ------ -------------- ----- \n",
+ " 0 Open 3875 non-null float64\n",
+ " 1 High 3875 non-null float64\n",
+ " 2 Low 3875 non-null float64\n",
+ " 3 Close 3875 non-null float64\n",
+ " 4 Adj Close 3875 non-null float64\n",
+ " 5 Volume 3875 non-null int64 \n",
+ "dtypes: float64(5), int64(1)\n",
+ "memory usage: 211.9 KB\n"
+ ]
+ }
+ ],
+ "source": [
+ "data.info()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Exploratory Data Analysis"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now let's look at how quarterly results can affect stock prices over time."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 28,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(15, 5))\n",
+ "plt.plot(data[\"Adj Close\"])\n",
+ "plt.title(\"ITUB4 close price\", fontsize=24)\n",
+ "plt.ylabel(\"Price (in R$)\")\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Let\"s check if the \"Close\" and \"Adj Close\" have the same values, so that we can remove possibly redundant data."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 31,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Open | \n",
+ " High | \n",
+ " Low | \n",
+ " Close | \n",
+ " Adj Close | \n",
+ " Volume | \n",
+ "
\n",
+ " \n",
+ " | Date | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 2008-01-02 | \n",
+ " 15.100806 | \n",
+ " 15.223335 | \n",
+ " 14.306027 | \n",
+ " 14.411997 | \n",
+ " 8.390956 | \n",
+ " 6442543 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-03 | \n",
+ " 14.372258 | \n",
+ " 14.736532 | \n",
+ " 14.117267 | \n",
+ " 14.140448 | \n",
+ " 8.232851 | \n",
+ " 7212266 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-04 | \n",
+ " 14.315962 | \n",
+ " 14.431867 | \n",
+ " 13.799355 | \n",
+ " 14.239795 | \n",
+ " 8.290695 | \n",
+ " 7374122 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-07 | \n",
+ " 14.292780 | \n",
+ " 14.570953 | \n",
+ " 14.007985 | \n",
+ " 14.239795 | \n",
+ " 8.290695 | \n",
+ " 7597580 | \n",
+ "
\n",
+ " \n",
+ " | 2008-01-08 | \n",
+ " 14.534526 | \n",
+ " 14.703416 | \n",
+ " 14.256353 | \n",
+ " 14.372258 | \n",
+ " 8.367826 | \n",
+ " 5372057 | \n",
+ "
\n",
+ " \n",
+ " | ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ "
\n",
+ " \n",
+ " | 2023-08-04 | \n",
+ " 28.330000 | \n",
+ " 28.540001 | \n",
+ " 27.700001 | \n",
+ " 27.879999 | \n",
+ " 27.879999 | \n",
+ " 44208100 | \n",
+ "
\n",
+ " \n",
+ " | 2023-08-07 | \n",
+ " 27.930000 | \n",
+ " 28.280001 | \n",
+ " 27.620001 | \n",
+ " 27.660000 | \n",
+ " 27.660000 | \n",
+ " 33001900 | \n",
+ "
\n",
+ " \n",
+ " | 2023-08-08 | \n",
+ " 27.360001 | \n",
+ " 28.010000 | \n",
+ " 27.110001 | \n",
+ " 27.600000 | \n",
+ " 27.600000 | \n",
+ " 44517500 | \n",
+ "
\n",
+ " \n",
+ " | 2023-08-09 | \n",
+ " 27.500000 | \n",
+ " 27.600000 | \n",
+ " 26.920000 | \n",
+ " 27.500000 | \n",
+ " 27.500000 | \n",
+ " 35060900 | \n",
+ "
\n",
+ " \n",
+ " | 2023-08-11 | \n",
+ " 27.629999 | \n",
+ " 27.799999 | \n",
+ " 27.459999 | \n",
+ " 27.639999 | \n",
+ " 27.639999 | \n",
+ " 19409000 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
3875 rows × 6 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Open High Low Close Adj Close Volume\n",
+ "Date \n",
+ "2008-01-02 15.100806 15.223335 14.306027 14.411997 8.390956 6442543\n",
+ "2008-01-03 14.372258 14.736532 14.117267 14.140448 8.232851 7212266\n",
+ "2008-01-04 14.315962 14.431867 13.799355 14.239795 8.290695 7374122\n",
+ "2008-01-07 14.292780 14.570953 14.007985 14.239795 8.290695 7597580\n",
+ "2008-01-08 14.534526 14.703416 14.256353 14.372258 8.367826 5372057\n",
+ "... ... ... ... ... ... ...\n",
+ "2023-08-04 28.330000 28.540001 27.700001 27.879999 27.879999 44208100\n",
+ "2023-08-07 27.930000 28.280001 27.620001 27.660000 27.660000 33001900\n",
+ "2023-08-08 27.360001 28.010000 27.110001 27.600000 27.600000 44517500\n",
+ "2023-08-09 27.500000 27.600000 26.920000 27.500000 27.500000 35060900\n",
+ "2023-08-11 27.629999 27.799999 27.459999 27.639999 27.639999 19409000\n",
+ "\n",
+ "[3875 rows x 6 columns]"
+ ]
+ },
+ "execution_count": 31,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 32,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(8, 6)"
+ ]
+ },
+ "execution_count": 32,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data[data[\"Close\"] == data[\"Adj Close\"]].shape"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "As we can notice, only 8 rows the \"Close\" and \"Adj Close\" have the same value, so we can't remove it."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Before moving on, let's check the dataset for null values."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 33,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Open 0\n",
+ "High 0\n",
+ "Low 0\n",
+ "Close 0\n",
+ "Adj Close 0\n",
+ "Volume 0\n",
+ "dtype: int64"
+ ]
+ },
+ "execution_count": 33,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.isnull().sum()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 46,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/tmp/ipykernel_218356/980192968.py:6: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+ " plt.subplot(2, 3, i+1)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "\n",
+ "features = [\"Open\", \"High\", \"Low\", \"Close\", \"Adj Close\", \"Volume\"]\n",
+ "\n",
+ "plt.subplots(figsize=(20, 10))\n",
+ "\n",
+ "for i, column in enumerate(features):\n",
+ " plt.subplot(2, 3, i+1)\n",
+ "\n",
+ " # https://stackoverflow.com/questions/67638590/emulating-deprecated-seaborn-distplots\n",
+ " _, FD_bins = np.histogram(data[column], bins=\"fd\")\n",
+ " bin_nr = min(len(FD_bins)-1, 50)\n",
+ " sns.histplot(data=data, x=column, bins=bin_nr,\n",
+ " stat=\"density\", alpha=0.4, kde=True, kde_kws={\"cut\": 3})\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "After that, let's create the box plot to identify outliers."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 57,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/tmp/ipykernel_218356/2157267840.py:4: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
+ " plt.subplot(2,3,i+1)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.subplots(figsize=(20,10))\n",
+ "\n",
+ "for i, column in enumerate(features):\n",
+ " plt.subplot(2,3,i+1)\n",
+ " sns.boxplot(data[column]).set_title(column)\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can conclude that only in the volume column have outliers."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Feature Engineering"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "venv",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.10.11"
+ },
+ "orig_nbformat": 4
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}