{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"**Chapter 15 – Processing Sequences Using RNNs and CNNs**"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"_This notebook contains all the sample code and solutions to the exercises in chapter 15._"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
\n",
" \n",
" \n",
" | \n",
" \n",
" \n",
" | \n",
"
"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "dFXIv9qNpKzt",
"tags": []
},
"source": [
"# Setup"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "8IPbJEmZpKzu"
},
"source": [
"This project requires Python 3.7 or above:"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"id": "TFSU3FCOpKzu"
},
"outputs": [],
"source": [
"import sys\n",
"\n",
"assert sys.version_info >= (3, 7)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "GJtVEqxfpKzw"
},
"source": [
"And TensorFlow ≥ 2.8:"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"id": "0Piq5se2pKzx"
},
"outputs": [],
"source": [
"from packaging import version\n",
"import tensorflow as tf\n",
"\n",
"assert version.parse(tf.__version__) >= version.parse(\"2.8.0\")"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "DDaDoLQTpKzx"
},
"source": [
"As we did in earlier chapters, let's define the default font sizes to make the figures prettier:"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"id": "8d4TH3NbpKzx"
},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt\n",
"\n",
"plt.rc('font', size=14)\n",
"plt.rc('axes', labelsize=14, titlesize=14)\n",
"plt.rc('legend', fontsize=14)\n",
"plt.rc('xtick', labelsize=10)\n",
"plt.rc('ytick', labelsize=10)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "RcoUIRsvpKzy"
},
"source": [
"And let's create the `images/rnn` folder (if it doesn't already exist), and define the `save_fig()` function which is used through this notebook to save the figures in high-res for the book:"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"id": "PQFH5Y9PpKzy"
},
"outputs": [],
"source": [
"from pathlib import Path\n",
"\n",
"IMAGES_PATH = Path() / \"images\" / \"rnn\"\n",
"IMAGES_PATH.mkdir(parents=True, exist_ok=True)\n",
"\n",
"def save_fig(fig_id, tight_layout=True, fig_extension=\"png\", resolution=300):\n",
" path = IMAGES_PATH / f\"{fig_id}.{fig_extension}\"\n",
" if tight_layout:\n",
" plt.tight_layout()\n",
" plt.savefig(path, format=fig_extension, dpi=resolution)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "YTsawKlapKzy"
},
"source": [
"This chapter can be very slow without a GPU, so let's make sure there's one, or else issue a warning:"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"id": "Ekxzo6pOpKzy"
},
"outputs": [],
"source": [
"if not tf.config.list_physical_devices('GPU'):\n",
" print(\"No GPU was detected. Neural nets can be very slow without a GPU.\")\n",
" if \"google.colab\" in sys.modules:\n",
" print(\"Go to Runtime > Change runtime and select a GPU hardware \"\n",
" \"accelerator.\")\n",
" if \"kaggle_secrets\" in sys.modules:\n",
" print(\"Go to Settings > Accelerator and select GPU.\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Basic RNNs"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's download the ridership data from the ageron/data project. It originally comes from Chicago's Transit Authority, and was downloaded from the [Chicago's Data Portal](https://homl.info/ridership)."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Downloading data from https://github.com/ageron/data/raw/main/ridership.tgz\n",
"114688/108512 [===============================] - 0s 0us/step\n",
"122880/108512 [=================================] - 0s 0us/step\n"
]
},
{
"data": {
"text/plain": [
"'./datasets/ridership.tgz'"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tf.keras.utils.get_file(\n",
" \"ridership.tgz\",\n",
" \"https://github.com/ageron/data/raw/main/ridership.tgz\",\n",
" cache_dir=\".\",\n",
" extract=True\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"from pathlib import Path\n",
"\n",
"path = Path(\"datasets/ridership/CTA_-_Ridership_-_Daily_Boarding_Totals.csv\")\n",
"df = pd.read_csv(path, parse_dates=[\"service_date\"])\n",
"df.columns = [\"date\", \"day_type\", \"bus\", \"rail\", \"total\"] # shorter names\n",
"df = df.sort_values(\"date\").set_index(\"date\")\n",
"df = df.drop(\"total\", axis=1) # no need for total, it's just bus + rail\n",
"df = df.drop_duplicates() # remove duplicated months (2011-10 and 2014-07)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" day_type | \n",
" bus | \n",
" rail | \n",
"
\n",
" \n",
" date | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" 2001-01-01 | \n",
" U | \n",
" 297192 | \n",
" 126455 | \n",
"
\n",
" \n",
" 2001-01-02 | \n",
" W | \n",
" 780827 | \n",
" 501952 | \n",
"
\n",
" \n",
" 2001-01-03 | \n",
" W | \n",
" 824923 | \n",
" 536432 | \n",
"
\n",
" \n",
" 2001-01-04 | \n",
" W | \n",
" 870021 | \n",
" 550011 | \n",
"
\n",
" \n",
" 2001-01-05 | \n",
" W | \n",
" 890426 | \n",
" 557917 | \n",
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\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" day_type bus rail\n",
"date \n",
"2001-01-01 U 297192 126455\n",
"2001-01-02 W 780827 501952\n",
"2001-01-03 W 824923 536432\n",
"2001-01-04 W 870021 550011\n",
"2001-01-05 W 890426 557917"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's look at the first few months of 2019 (note that Pandas treats the range boundaries as inclusive):"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
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