diff --git a/Week-06-Image-Classification/Image-Classification-Exercise.ipynb b/Week-06-Image-Classification/Image-Classification-Exercise.ipynb new file mode 100644 index 000000000..b4749502e --- /dev/null +++ b/Week-06-Image-Classification/Image-Classification-Exercise.ipynb @@ -0,0 +1,476 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Image Classification\n", + "In this exercise, you will be classifying images about clothes. The data set you will be using is called `fashion-small.csv`.\n", + "\n", + "### Remember our main steps motto _isbe_.\n", + "1. i - Inspect and explore data.\n", + "2. s - Select and engineer features.\n", + "3. b - Build and train model.\n", + "4. e - Evaluate model.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Import your libraries\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 1. Inspect and explore our data\n", + "1. Load the `fashion-small.csv` data into a pandas dataframe. \n", + "2. Inspect / remove null values. \n", + "3. Inspect / remove duplicate rows. \n", + "4. Print out the number examples in each class aka the class balances. \n", + "5. Visualize at least one image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 1. Load data into a pandas dataframe. \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Inspect for null values" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 2. Inspect / remove null values. \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Check for duplicates" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 3. Inspect / remove duplicate rows. \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Lets look at our class balances" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 4. Print out the number examples in each class aka the class balances. \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Visualize one image" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## First, we need to create a list that is just our pixel columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Grabs all of the columns \n", + "\n", + "\n", + "# Convert the all columns object into a regular list\n", + "\n", + "\n", + "# Sanity check that it is now just a list.\n", + "\n", + "\n", + "# Remove just the label column from the list\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Extract one row and reshape it to its original 28x28 shape and plot the reshaped image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Select just the pixel columns and convert them to a numpy array by using .values. \n", + "\n", + "\n", + "# Select just one image from all the images\n", + "\n", + "\n", + "# Reshape the image to be a 28x28 matrix (original format of image)\n", + "\n", + "\n", + "# Plot reshaped image" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "___\n", + "# 2. Select and engineer our features.\n", + "1. Create our `selected_features` that is the list of the columns we are going to use as our `X` data. \n", + "2. Define our `X` and `y` data. \n", + "2. Train-test-split our `X` and `y` data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1. Create our `selected_features` that is the list of the columns we are going to use as our `X` data. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# DOING THIS AGAIN JUST FOR PRACTICE \n", + "\n", + "# Grabs all of the columns \n", + "selected_features = ???\n", + "\n", + "\n", + "# Convert the all columns object into a regular list\n", + "\n", + "\n", + "# Sanity check that it is now just a list.\n", + "\n", + "\n", + "# Remove the label column from the list\n", + "# This happnes 'in place'\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2. Define our `X` and `y`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 2. Define our `X` and `y` data. \n", + "\n", + "X = df[???]\n", + "\n", + "y = df[???]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3. Train-test-split our `X` and `y` data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 3. Train-test-split our `X` and `y` data\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "____\n", + "# 3. Build and train our model\n", + "1. Initalize an empty Support Vector Classifier model.\n", + "2. Fit that model with our training data. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 1. Initalize an empty Support Vector Classifier model.\n", + "from sklearn import svm\n", + "\n", + "# Initalize our Support Vector Classifier" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# 2. Fit that model with our training data. \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "___\n", + "# 4. Evaluate our model\n", + "1. Get a baseline accuracy score.\n", + "2. Make new predictions using our test data. \n", + "3. Print the classification report. \n", + "4. Plot the confusion matrix of our predicted results. " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1. Get a baseline accuracy score." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "### 1. Get and print a baseline accuracy score.\n", + "accuracy = ???\n", + "print(\"Accuracy %f\" % accuracy)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2. Make new predictions using our test data. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "### 2. Make new predictions using our test data. \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3. Print the classification report. \n", + "Use the sklearn helper fuction for this. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "### 3. Print the classification report. \n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4. Plot the confusion matrix of our predicted results. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "### 4. Plot the confusion matrix of our predicted results.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Looking at the confusion matrix, which two clothing items were mis-classfied with eachother the most?" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The classifier mistaked YOUR_ANSWER_HERE and YOUR_ANSWER_HERE the most.\n" + ] + } + ], + "source": [ + "print('The classifier mistaked YOUR_ANSWER_HERE and YOUR_ANSWER_HERE the most.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "___\n", + "### Build a function thats input is an unfitted model, X, and y data, and runs the whole pipeline and prints a classification report and confusion matrix. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "### Build a function thats input is an empty model, X, and y data, and runs the whole pipeline and prints a classification report and confusion matrix. \n", + "def build_and_eval_model(model, X, y, random_state=23):\n", + " ???" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Run LogisticRegression, RandomForest, and Multinomial Naive Bayes through the function you just built and compare the results. \n", + "1. Which classifier did the best, and which classifier did the worst. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# LogisticRegression\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# RandomForest\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# MultinomialNB\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " YOUR_ANSWER_HERE model did the best and YOUR_ANSWER_HERE model did the worst.\n" + ] + } + ], + "source": [ + "print('YOUR_ANSWER_HERE model did the best and YOUR_ANSWER_HERE model did the worst.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Dope Extra Credit\n", + "### This is going to take some python trickery to get working. The files are large, in all sorts of strange directories, and in color. This will not only challenge your data science skills, but also your general 'hacker' skills. \n", + "\n", + "* Use this data provided Intel to build a classifier for color images in directories: \n", + "* [https://www.kaggle.com/datasets/puneet6060/intel-image-classification](https://www.kaggle.com/datasets/puneet6060/intel-image-classification)\n", + "* If you have any issues, just slack me. I got slack on my phone and love hearing your battle stories " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Week-06-Image-Classification/Image-Classification-Lecture.ipynb b/Week-06-Image-Classification/Image-Classification-Lecture.ipynb new file mode 100644 index 000000000..b06a1b054 --- /dev/null +++ b/Week-06-Image-Classification/Image-Classification-Lecture.ipynb @@ -0,0 +1,1247 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# For data management\n", + "import pandas as pd\n", + "import numpy as np\n", + "\n", + "# Import classifiers\n", + "from sklearn.svm import SVC\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.linear_model import LogisticRegression\n", + "\n", + "# metrics contain our plot_confustion_matrix and classification_report\n", + "from sklearn import metrics\n", + "\n", + "# Helper fuction to splitting data\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "# IF YOU GET AN ERROR HERE run: pip install scikit-image\n", + "from skimage import io\n", + "from skimage.color import rgb2gray\n", + "\n", + "\n", + "# For plotting\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Image Classification\n", + "\n", + "### Remember our main steps motto _isbe_.\n", + "1. i - Inspect and explore data.\n", + "2. s - Select and engineer features.\n", + "3. b - Build and train model.\n", + "4. e - Evaluate model.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 1. Inspect and explore our data" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " label pixel0 pixel1 pixel2 pixel3 pixel4 pixel5 pixel6 pixel7 \\\n", + "0 1 0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 0 0 \n", + "2 9 0 0 0 0 0 0 0 0 \n", + "3 9 0 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 0 0 0 0 \n", + "\n", + " pixel8 ... pixel774 pixel775 pixel776 pixel777 pixel778 pixel779 \\\n", + "0 0 ... 0 0 0 0 0 0 \n", + "1 0 ... 0 0 0 0 0 0 \n", + "2 0 ... 0 0 0 0 0 0 \n", + "3 0 ... 0 0 0 0 0 0 \n", + "4 0 ... 0 0 0 0 0 0 \n", + "\n", + " pixel780 pixel781 pixel782 pixel783 \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", + "[5 rows x 785 columns]" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv('data/digits-small.csv')\n", + "df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Inspect for null values" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "label 0\n", + "pixel0 0\n", + "pixel1 0\n", + "pixel2 0\n", + "pixel3 0\n", + " ..\n", + "pixel779 0\n", + "pixel780 0\n", + "pixel781 0\n", + "pixel782 0\n", + "pixel783 0\n", + "Length: 785, dtype: int64" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.isnull().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.isnull().sum().sum()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Check for duplicates" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Check for duplicates\n", + "df.duplicated().sum()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Lets look at our class balances" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1 440\n", + " 0 439\n", + " 7 437\n", + " 9 433\n", + " 2 425\n", + " 3 415\n", + " 6 410\n", + " 5 408\n", + " 4 398\n", + " 8 395\n", + " Name: label, dtype: int64,\n", + " 1 0.104762\n", + " 0 0.104524\n", + " 7 0.104048\n", + " 9 0.103095\n", + " 2 0.101190\n", + " 3 0.098810\n", + " 6 0.097619\n", + " 5 0.097143\n", + " 4 0.094762\n", + " 8 0.094048\n", + " Name: label, dtype: float64)" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.label.value_counts(), df.label.value_counts(normalize=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Lets visualize one of the images..." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " label pixel0 pixel1 pixel2 pixel3 pixel4 pixel5 pixel6 pixel7 \\\n", + "0 1 0 0 0 0 0 0 0 0 \n", + "1 0 0 0 0 0 0 0 0 0 \n", + "2 9 0 0 0 0 0 0 0 0 \n", + "3 9 0 0 0 0 0 0 0 0 \n", + "4 0 0 0 0 0 0 0 0 0 \n", + "\n", + " pixel8 ... pixel774 pixel775 pixel776 pixel777 pixel778 pixel779 \\\n", + "0 0 ... 0 0 0 0 0 0 \n", + "1 0 ... 0 0 0 0 0 0 \n", + "2 0 ... 0 0 0 0 0 0 \n", + "3 0 ... 0 0 0 0 0 0 \n", + "4 0 ... 0 0 0 0 0 0 \n", + "\n", + " pixel780 pixel781 pixel782 pixel783 \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", + "[5 rows x 785 columns]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### First, we need to create a list that is just our pixel columns" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n" + ] + } + ], + "source": [ + "# This grabs all of the columns \n", + "pixel_cols = df.columns\n", + "\n", + "# This is currently a pandas index object\n", + "print(type(pixel_cols))\n", + "\n", + "# Convert the pandas index object into a regular list\n", + "pixel_cols = list(pixel_cols)\n", + "\n", + "# Sanity check that it is now just a list.\n", + "print(type(pixel_cols))\n", + "\n", + "# Remove the label column from the list\n", + "# So all that remains are the pixel columns\n", + "# This happnes 'in place'\n", + "pixel_cols.remove('label')\n", + "\n", + "#pixel_cols" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Extract one row and reshape it to its original shape." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Set the size of our plot\n", + "plt.figure(figsize=(8,8))\n", + "\n", + "\n", + "# Select just the pixel columns and convert them to a numpy array by using .values. \n", + "imgs = df[pixel_cols].values\n", + "\n", + "print(type(imgs))\n", + "\n", + "# Select just one image from \n", + "img = imgs[999]\n", + "\n", + "# Reshape the image to be a 28x28 matrix (original format of image)\n", + "img = img.reshape(28,28)\n", + "\n", + "# Plot reshaped image\n", + "plt.imshow(img, cmap='gray')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(28, 28) \n", + "(784,) \n" + ] + } + ], + "source": [ + "# Print the dimensions and type of the image\n", + "print(img.shape, type(img))\n", + "\n", + "# Flatten the image using .flatten()\n", + "flat_image = img.flatten()\n", + "\n", + "# Print the dimensions and type of the flat image\n", + "print(flat_image.shape, type(flat_image))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## What does the image look like if we dont reshape the image..? \n", + "This is what the classifier will be 'seeing'." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(8,21))\n", + "\n", + "# Select just one image from \n", + "img = imgs[9]\n", + "\n", + "# Reshape the image to be a 784 by 1 \n", + "img = img.reshape(784,1)\n", + "\n", + "# Plot reshaped image\n", + "plt.imshow(img, cmap='gray')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Small detour on loading images." + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(563, 1000)\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "file_path = 'data/bender-and-baby.jpeg'\n", + "\n", + "image = io.imread(file_path)\n", + "\n", + "print(image.shape)\n", + "\n", + "io.imshow(image)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "___\n", + "# 2. Select and engineer our features.\n", + "1. Create our `selected_features` that is the list of the columns we are going to use as our `X` data. \n", + "2. Define our `X` and `y` data. \n", + "2. Train-test-split our `X` and `y` data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1. Create our `selected_features` that is the list of the columns we are going to use as our `X` data. " + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n" + ] + } + ], + "source": [ + "# IM DOING THIS AGAIN JUST FOR PRACTICE \n", + "\n", + "# This grabs all of the columns \n", + "selected_features = df.columns\n", + "\n", + "# This is currently a pandas index object\n", + "print(type(selected_features))\n", + "\n", + "# Convert the pandas index object into a regular list\n", + "selected_features = list(selected_features)\n", + "\n", + "# Sanity check that it is now just a list.\n", + "print(type(selected_features))\n", + "\n", + "# Remove the label column from the list\n", + "# So all that remains are the pixel columns\n", + "# This happnes 'in place'\n", + "selected_features.remove('label')\n", + "\n", + "# selected_features" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2. Define our `X` and `y`" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "X = df[selected_features]\n", + "\n", + "y = df['label']" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(4200, 785)\n" + ] + }, + { + "data": { + "text/plain": [ + "1 440\n", + "0 439\n", + "7 437\n", + "9 433\n", + "2 425\n", + "3 415\n", + "6 410\n", + "5 408\n", + "4 398\n", + "8 395\n", + "Name: label, dtype: int64" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Sanity checking the size of our dataframe / class balances. \n", + "print(df.shape)\n", + "df.label.value_counts()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3. Train-test-split our `X` and `y` data" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "# 3. Train-test-split our `X` and `y` data\n", + "X_train, X_test, y_train, y_test = train_test_split(\n", + " X, y, test_size=0.25)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "____\n", + "# 3. Build and train our model\n", + "1. Initalize an empty model.\n", + "2. Fit that model. " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn import svm\n", + "\n", + "# Initalize our Support Vector Classifier\n", + "model = svm.SVC()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SVC()" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.fit(X_train, y_train)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "___\n", + "# 4. Evaluate our model\n", + "1. Get a baseline accuracy score.\n", + "2. Make new predictions using our test data. \n", + "3. Print the classification report. \n", + "4. Plot the confusion matrix of our predicted results. " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1. Make new predictions using our test data. " + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy 0.949524\n" + ] + } + ], + "source": [ + "accuracy = model.score(X_test, y_test)\n", + "print(\"Accuracy %f\" % accuracy)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "ename": "AttributeError", + "evalue": "predict_proba is not available when probability=False", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)", + "Input \u001b[0;32mIn [20]\u001b[0m, in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;66;03m# This will not work.\u001b[39;00m\n\u001b[0;32m----> 2\u001b[0m \u001b[43mmodel\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mpredict_proba\u001b[49m(X_test)\n", + "File \u001b[0;32m~/opt/anaconda3/lib/python3.8/site-packages/sklearn/svm/_base.py:657\u001b[0m, in \u001b[0;36mBaseSVC.predict_proba\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 630\u001b[0m \u001b[38;5;129m@property\u001b[39m\n\u001b[1;32m 631\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mpredict_proba\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m 632\u001b[0m \u001b[38;5;124;03m\"\"\"Compute probabilities of possible outcomes for samples in X.\u001b[39;00m\n\u001b[1;32m 633\u001b[0m \n\u001b[1;32m 634\u001b[0m \u001b[38;5;124;03m The model need to have probability information computed at training\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 655\u001b[0m \u001b[38;5;124;03m datasets.\u001b[39;00m\n\u001b[1;32m 656\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 657\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_check_proba\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 658\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_predict_proba\n", + "File \u001b[0;32m~/opt/anaconda3/lib/python3.8/site-packages/sklearn/svm/_base.py:624\u001b[0m, in \u001b[0;36mBaseSVC._check_proba\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 622\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_check_proba\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m 623\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mprobability:\n\u001b[0;32m--> 624\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mpredict_proba is not available when \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 625\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m probability=False\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 626\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_impl \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m (\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mc_svc\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mnu_svc\u001b[39m\u001b[38;5;124m'\u001b[39m):\n\u001b[1;32m 627\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mpredict_proba only implemented for SVC\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 628\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m and NuSVC\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n", + "\u001b[0;31mAttributeError\u001b[0m: predict_proba is not available when probability=False" + ] + } + ], + "source": [ + "# This will not work.\n", + "model.predict_proba(X_test)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2. Make new predictions using our test data. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "y_pred = model.predict(X_test)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 3. Print the classification report. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(metrics.classification_report(y_test, y_pred))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 4. Plot the confusion matrix of our predicted results. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(figsize=(13,13))\n", + "metrics.plot_confusion_matrix(estimator=model, \n", + " X=X_test, \n", + " y_true=y_test, \n", + " ax=ax)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Lets build a function in which we can easily do all of this for any new model. \n", + "\n", + "def build_and_eval_model(model, X, y, random_state=23):\n", + " print(\"Running report for model\", model)\n", + "\n", + " X_train, X_test, y_train, y_test = train_test_split(\n", + " X, y, test_size=0.25, random_state=random_state) \n", + " \n", + " # Fit our model.\n", + " model.fit(X_train, y_train)\n", + " \n", + " # Get the accuracy\n", + " accuracy = model.score(X_test, y_test)\n", + " print(\"\\n\\nAccuracy %f\" % accuracy)\n", + " \n", + " \n", + " # Make new predictions\n", + " y_pred = model.predict(X_test)\n", + " \n", + " \n", + " # Print the classification report. \n", + " print(metrics.classification_report(y_test, y_pred))\n", + " \n", + " \n", + " # Plot the confusion matrix\n", + " fig, ax = plt.subplots(figsize=(13,13))\n", + " \n", + " metrics.plot_confusion_matrix(estimator=model, \n", + " X=X_test, \n", + " y_true=y_test, \n", + " ax=ax)\n", + "\n", + " # Return the fitted model. \n", + " return model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "lr = LogisticRegression()\n", + "build_and_eval_model(lr, X, y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "rf = RandomForestClassifier()\n", + "\n", + "build_and_eval_model(rf, X, y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "lsvc = svm.LinearSVC()\n", + "\n", + "build_and_eval_model(lsvc, X, y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.naive_bayes import MultinomialNB\n", + "mnb = MultinomialNB()\n", + "build_and_eval_model(mnb, X, y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "model = svm.SVC()\n", + "build_and_eval_model(model, X, y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Week-06-Image-Classification/README.md b/Week-06-Image-Classification/README.md new file mode 100644 index 000000000..01a5fa993 --- /dev/null +++ b/Week-06-Image-Classification/README.md @@ -0,0 +1,29 @@ +# Image Classification + +## Announcements +1. Please, please, please read and emoji react check out weekly slack message in #general every Wed at Noon. +2. 🚨FREE FOOD ALERT🚨 Technical Interview Workshop @ Squarespace on Monday, 10/17 5:30pm-7pm + - More info on [slack HERE](https://ctp2022.slack.com/archives/C03P74GGU82/p1664890385301189) + - [Signup HERE](https://docs.google.com/forms/d/e/1FAIpQLSc_tBjK0inCKfD-CtJqqTvBxeojh1LM98tJQnDh-VINqiUxQQ/viewform) +4. Remind students about [Mock Tech Interview Form](https://docs.google.com/forms/d/e/1FAIpQLSflRrRS8bJNi1MejLlyKKJAEATpeqIC0gwSf6kwXFqug6tvmg/viewform). + + + +## Class Agenda + +1. Review last weeks HW +2. Google Slides Lecture: [LINK](https://docs.google.com/presentation/d/1LSZ-LH5eqrO-9VhW4GB3H6qqkxHmdgJheHH8oZ8Q2Co/edit?usp=sharing) +3. Live Coding Lecture +4. Team Breakout Rooms + + +## Homework +1. Complete the Image-Classification-Exercise.ipynb +2. Complete your Project Document Google doc complete with... + - What you are doing and why. _the why is really important_ + - Link to the data source + - Describe your data. Every column should have a description. List number of nulls, duplicates, and (for prediction projects number of examples in each class (ie # of died and # of survived)). + - If you are doing a data viz project, state 5 visualizations you will do. Draw a rough sketch / picture (as simple as MS Paint) and/or write a paragraph about what the viz will look like. + - If your are doing a prediction project, what your input variables are and what your target variable is. + - Link to at least 3 online tutorials that do what you are trying to do. +3. Submit link to the project document in the HW tracker sheet. \ No newline at end of file diff --git a/Week-06-Image-Classification/data/bender-and-baby.jpeg b/Week-06-Image-Classification/data/bender-and-baby.jpeg new file mode 100644 index 000000000..3c9f2989f Binary files /dev/null and b/Week-06-Image-Classification/data/bender-and-baby.jpeg differ diff --git a/Week-06-Image-Classification/data/digits-small.csv b/Week-06-Image-Classification/data/digits-small.csv new file mode 100644 index 000000000..d7c381432 --- /dev/null +++ b/Week-06-Image-Classification/data/digits-small.csv @@ -0,0 +1,4201 @@ 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