{ "cells": [ { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "view-in-github" }, "source": [ "\"Open" ] }, { "cell_type": "markdown", "metadata": { "id": "8abwZImbXkN9" }, "source": [ "This notebook covers material from Chapters 3 of Géron, and builds on the original notebooks made [available on _Github_](https://github.com/ageron/handson-ml2)." ] }, { "cell_type": "markdown", "metadata": { "id": "1KBWUKJQoRbu" }, "source": [ "# (Exercises) Classification" ] }, { "cell_type": "markdown", "metadata": { "id": "_2m3XdPZoRbx" }, "source": [ "## Notebook Setup\n", "The following cells will set up the libraries we need to run our classification tasks, as well as load the data we need to run a classifier on the MNIST handwritten digit database." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "0xzMrm7coRby" }, "outputs": [], "source": [ "#@title Run This cell to import common modules. Double click on this if you want to take a look at the code 😀\n", "'''\n", "First, let's import a few common modules, ensure MatplotLib plots figures inline\n", "and prepare a function to save the figures. We also check that Python 3.5 or \n", "later is installed (although Python 2.x may work, it is deprecated so we \n", "strongly recommend you use Python 3 instead), as well as Scikit-Learn ≥0.20.\n", "\n", "You don't need to worry about understanding everything that is written \n", "in this section.\n", "''';\n", "\n", "# Python ≥3.5 is required\n", "import sys\n", "assert sys.version_info >= (3, 5)\n", "\n", "# Is this notebook running on Colab or Kaggle?\n", "IS_COLAB = \"google.colab\" in sys.modules\n", "\n", "# Scikit-Learn ≥0.20 is required\n", "import sklearn\n", "assert sklearn.__version__ >= \"0.20\"\n", "\n", "# Common imports\n", "import numpy as np\n", "import os\n", "\n", "# to make this notebook's output stable across runs\n", "rnd_seed = 42\n", "rnd_gen = np.random.default_rng(rnd_seed)\n", "\n", "# To plot pretty figures\n", "%matplotlib inline\n", "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "mpl.rc('axes', labelsize=14)\n", "mpl.rc('xtick', labelsize=12)\n", "mpl.rc('ytick', labelsize=12)\n", "\n", "# Where to save the figures\n", "PROJECT_ROOT_DIR = \".\"\n", "CHAPTER_ID = \"classification\"\n", "IMAGES_PATH = os.path.join(PROJECT_ROOT_DIR, \"images\", CHAPTER_ID)\n", "os.makedirs(IMAGES_PATH, exist_ok=True)\n", "\n", "def save_fig(fig_id, tight_layout=True, fig_extension=\"png\", resolution=300):\n", " path = os.path.join(IMAGES_PATH, fig_id + \".\" + fig_extension)\n", " print(\"Saving figure\", fig_id)\n", " if tight_layout:\n", " plt.tight_layout()\n", " plt.savefig(path, format=fig_extension, dpi=resolution)" ] }, { "cell_type": "markdown", "metadata": { "id": "KbNW5dKWMIYn" }, "source": [ "We need to load the MNIST handwritten digit dataset from OpenML. We won't be loading it as a _Pandas dataframe_, but will instead use the _Dictionary / ndrray_ representation.\n", "\n", "You can read more about the MNIST handwritten digit dataset [here](http://yann.lecun.com/exdb/mnist/)." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "ar25DAokMIgq" }, "outputs": [], "source": [ "# Import the function used to fetch open ML datasets from scikit-learn\n", "from sklearn.datasets import fetch_openml\n", "\n", "# Fetch the dataset using the imported function\n", "mnist = fetch_openml('mnist_784', # The identifier for the dataset \n", " version=1, # Which version to use\n", " as_frame=False) #Should we load it as a dataframe?" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "UFIMJKXP1Mjn" }, "outputs": [], "source": [ "# We'll load the data (i.e., the handwritten digit images) into variable X, and \n", "# the digit values (i.e., the corresponding numbers in the range 0 - 9) into y\n", "X = mnist['data']\n", "y = mnist['target'].astype(np.uint8)" ] }, { "cell_type": "markdown", "metadata": { "id": "ADLkHNo6M9fr" }, "source": [ "Originally, Géron uses the entire MNIST dataset, which can take too long when training several models. As a result, we will generate and use a smaller set of data, taking care to balance it. \\\n", "\n", "Double click the cell below to inspect it - otherwise, you can run it and the balanced input data will be stored in x_bal, while the corresponding target data will be stored in bal_y." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "GWXIhYT7K1rg" }, "outputs": [], "source": [ "#@title Data Rebalancing. Double click to see more!\n", "\n", "# In this cell we'll be generating a smaller balanced dataset for faster \n", "# computations. By default, we'll choose 1000 samples of each digit in the dataset\n", "\n", "# Here, we define how many digits within each class we'll keep\n", "balanced_size = 1000\n", "\n", "# Let's define some variable names as placeholders. If the variables aren't \n", "# initiated, we'll fully overwrite the variable with the balanced_sized list\n", "# for the digit. Otherwise, we'll append the list.\n", "bal_X = None\n", "bal_y = None\n", "\n", "# Looping through digit types, i.e.: 0,1,2,3,4,5,6,7,8,9\n", "for digit in np.arange(0,10):\n", " \n", " # find the indices where the targets in _y_ are the digit of interest\n", " y_idxs = (y == digit)\n", " print(f'{digit} had {y_idxs.sum()} instances in the dataset. ', end='')\n", " \n", " # rnd_gen.choice picks n = balanced_size indices from the set of digit images \n", " # available. We know the truth is an array with the same number of rows\n", " # as the subset, full of the current digit - we just need to make an array\n", " # full of the digit. \n", " X_subset = X[y_idxs][rnd_gen.choice(np.arange(y_idxs.sum()),(balanced_size,))]\n", " y_subset = np.full(X_subset.shape[0],digit)\n", "\n", " # if bal_X is None, we'll overwrite bal_x and bal_y with the subsets.\n", " # Otherwise, we'll append stack the X/y subsets with bal_X/bal_y\n", " if bal_X is None:\n", " bal_X = X_subset\n", " bal_y = y_subset\n", " else:\n", " bal_X = np.vstack([bal_X, X_subset])\n", " bal_y = np.hstack((bal_y,y_subset))\n", " \n", " print(f'Digit {digit} has been rebalanced.')\n", "\n", "# Shuffling the balanced dataset\n", "shuffler = rnd_gen.permutation(len(bal_X))\n", "bal_X = bal_X[shuffler]\n", "bal_y = bal_y[shuffler]" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "pJWR-DAQKeHE" }, "outputs": [], "source": [ "# Splitting the dataset into train and test\n", "from sklearn.model_selection import train_test_split\n", "\n", "# set % of data to be used for testing\n", "test_size=.10\n", "\n", "# and split the dataset accordingly\n", "X_train, X_test, y_train, y_test = train_test_split(\n", " bal_X, # the source of X data \n", " bal_y, # the source of y data\n", " test_size = test_size, # the percent of data to retain as a test\n", " random_state = rnd_seed ) # set the random seed - consistent runs are important!" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "BN84I4gL6ByR" }, "outputs": [], "source": [ "# Test that the label and image match. We're using np.random instead of our \n", "# rnd_gen since we don't want the runs of this snippet to vary the results in\n", "# other snippets :) Run this as many times as you want!\n", "test = np.random.randint(0,len(bal_X))\n", "plt.imshow(bal_X[test].reshape((28,28)), cmap='Greys')\n", "print(f'The image should be of a(n) {bal_y[test]}')" ] }, { "cell_type": "markdown", "metadata": { "id": "wO6vNK6eoRcb" }, "source": [ "## Exercise 1 - An MNIST Classifier with 97% accuracy" ] }, { "cell_type": "markdown", "metadata": { "id": "FoKVgpBYZCNu" }, "source": [ "![MNIST_pics.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "JrOUuGWbZIKx" }, "source": [ "**Caption**: So many digits! 🔢 Can you classify them all?" ] }, { "cell_type": "markdown", "metadata": { "id": "q9UOfRIKoRcc" }, "source": [ "For this exercise, we will look for the model with the best performance using Scikit's [`Grid Search`](https://duckduckgo.com/?q=gridsearchCV), which performs a [\"round robin\"](https://en.wikipedia.org/wiki/Round-robin_tournament) search on a set of possible hyperparameters to find the model with the best performance.\n", "\n", "Search for Scikit's [`K-neighbors Classifier`](https://duckduckgo.com/?q=scikit+kneighbors) to find the documentation page. You will find a list of parameters that users can use when making the classifier.\n", "\n", "Here is the list of tasks for this exercise.\n", "\n", "1. Define a list of dictionaries with the set of hyperparameters that are to be tested: \n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Hyper-ParameterValues to Test
Weightsuniformdistance
# of Neighbors3456
\n", "\n", "2. Instantiate the KNeighborsClassifier Model\n", "\n", "3. Fit the models to your training data\n", "\n", "4. Extract the optimal model parameters\n", "\n", "5. Evaluate your best model\n", "\n", "

Let's begin!" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "a_b1g55_oRcc" }, "outputs": [], "source": [ "# Begin by importing the KNeighersClassifier and GridSearchCV from scikit.\n", "from sklearn.neighbors import KNeighborsClassifier\n", "from sklearn.model_selection import GridSearchCV" ] }, { "cell_type": "markdown", "metadata": { "id": "d0G-qizZNaWB" }, "source": [ "## **Q1) Set up the parameter dictionary of your [`GridSearchCV`](https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html)** " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "kv_90S_7-yG9" }, "outputs": [], "source": [ "#@title Hint: Using grid_search\n", "'''\n", "Start by reading the documentation for the `param_grid` parameter of \n", "`GridSearchCV` (Grid Search with Cross-Validation) at the URL below\n", "https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html\n", "\n", "In essence, here you'll be setting up the parameter grid using the information\n", "from the table in point 1) in the list of tasks for this section.\n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "IZjW2OdLNagU" }, "outputs": [], "source": [ "# Fill in the blanks in the code below\n", "param_grid = {'_______':['_______', '_______'], # 1st hyperparameter and the values it can take\n", " '_______':[_______, _______, _______, _______] # 2nd hyperparameter and the values it can take\n", " }" ] }, { "cell_type": "markdown", "metadata": { "id": "CWiDG9byNuqB" }, "source": [ "## **Q2) Make an instance of the [KNeighborsClassifier](https://scikit-learn.org/stable/modules/generated/sklearn.neighbors.KNeighborsClassifier.html) model***" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "OrahdF-MA2_J" }, "outputs": [], "source": [ "#@title Hint: Reminder of model instantiation\n", "'''\n", "No worries if you forgot what instantiating a class means.\n", "Essentially, classes are like the blueprints for a house - they say how things\n", "should be built, but you can't quite live in them! Similarly, a class defines \n", "the attributes and methods associated with a specific type of object, and when\n", "we say that we _instantiate_ a class what we mean is that we'll create an \n", "instance of an object that follows the \"blueprint\" laid out by the class.\n", "\n", "Most often, all you do is class the class object and feed it whatever arguments\n", "it needs to create the object we're interested in. If you read the documentation \n", "for the kNeighborsClassifier, you'll see that it doesn't need any keyword \n", "arguments to define a model, though there are several optional ones you can\n", "input. For today, create a model without using any arguments in the model class.\n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "S9497-2HNvHW" }, "outputs": [], "source": [ "# Instantiate the imported model class\n", "knn_clf = ________()" ] }, { "cell_type": "markdown", "metadata": { "id": "RIFSOGcsN-J_" }, "source": [ "## **Q3) Use GridSearch's `fit` method to train your models.***\n", "\n", "We will define a grid search using the `knn_clf` model and `param_grid`. \n", "We will set the number of **folds for the cross-validation to 6**, and use the most verbose setting to get the best idea of how well each cv run performs. " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "ZN2njQyyYTln" }, "outputs": [], "source": [ "#@title Hints: Running a grid search with Scikit-Learn\n", "'''\n", "You can find the documentation for the sklearn implementation of grid searching\n", "at the hyperlink below:\n", "https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html\n", "\n", "When you use GridSearchCV, you'll have to instantiate it and tell it the model\n", "you'll be searching with (e.g., a logistic regression classifier), a dictionary\n", "with the hyperparameters and hyperparameter values that you want to search \n", "through (see example 1 below), and the number of folds to use for \n", "cross-validation.\n", "\n", "Example 1: with the following dictionary:\n", "{'solver':['newton-cg','lbfgs', 'liblinear']\n", " 'class_weight':[{0:0.2,1:0.8}, \n", " {0:0.5,1:0.5},\n", " {0:0.8,1:0.2}] } \n", "would try each of 3 solvers with each of the 3 different class weight schedules\n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "WUBwdWFcYSyd" }, "outputs": [], "source": [ "#@title Hint: Help with the .fit() method\n", "'''\n", "You can find the documentation for the `fit()` method is \n", "https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html#sklearn.model_selection.GridSearchCV.fit)\n", "\n", "In scikit's machine learning API, every model implements a '.fit()' method that\n", "contains the subroutine needed to train the model using the data. As a general\n", "rule, what the model expects is input data and -for supervised learning- target\n", "data. \n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "sXxafCooN9z6" }, "outputs": [], "source": [ "# We define a grid search using the knn_clf model and param grid. We will set\n", "# the number of folds for the cross-validation to 6, and use the most verbose\n", "# setting to get the best idea of how well each cv run performs.\n", "\n", "\n", "# Let's instantiate the scikit class used to do grid searches\n", "grid_search = _______( \n", " _______, # The model we're going to use in the search\n", " _______, # The method dictionary of parameters we'll iterate through in the search\n", " cv = _______, # The number of folds used to cross-validate\n", " verbose = 3) #Let's set the verbosity to the highest level: 3" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "22P-spjDVtXG" }, "outputs": [], "source": [ "# Complete the code\n", "grid_search.fit(_______,_______)" ] }, { "cell_type": "markdown", "metadata": { "id": "mS1jFsIAy2JK" }, "source": [ "Now that the models have been trained, let's figure out which one is the best one. \\\n", "\n", "## **Q4) Fetch and print the optimal parameters and best score found with the grid search*** \n", "
🔍
" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "7zUMUp4zFyE9" }, "outputs": [], "source": [ "#@title Hint: GridSearch Attributes\n", "'''\n", "GridSearch essentially trains as many models as there are combinations of \n", "parameters in our search space. As it does so, it uses whatever score we \n", "specified (or the default score provided by the model, e.g.: Mean Square Error)\n", "to determine if it's the best model it has found. If so, it stores it as the \n", "best model.\n", "\n", "It stands to reason, then, that both the best score and best model are stored\n", "as attributes in the search. You can access these using the best_score_ and \n", "best_params_ attributes\n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "nFNiFrmwTEco" }, "outputs": [], "source": [ "#Store the best parameters and best scores for the models\n", "best_parameters = grid_search._______\n", "best_score = grid_search._______\n", "\n", "# And print them out. Try to make them nice!\n", "print(f'_______{_______}',\n", " f'_______{_______}',\n", " sep='\\n')\n" ] }, { "cell_type": "markdown", "metadata": { "id": "9L_cUs03eOSJ" }, "source": [ "\n", "Now it's time to test your model! Let's import the [accuracy score](https://scikit-learn.org/stable/modules/generated/sklearn.metrics.accuracy_score.html?highlight=accuracy%20score#sklearn.metrics.accuracy_score) metric from scikit and see how our model fares." ] }, { "cell_type": "markdown", "metadata": { "id": "-q90zRHpEpeW" }, "source": [ "## **Q5) Use the grid_search's to predict the targets from the test dataset.** \n", "\n", "(we'll use this to evaluate the accuracy of your model!)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "KTnDHdWHIlq3" }, "outputs": [], "source": [ "#@title Hint: Importing scikit-learn metrics\n", "'''\n", "There are a myriad of ways to measure how well your model is working. Luckily\n", "for us, the developers contributing to scikit-learn have implemented a large \n", "number of them in their metrics package - check out the documentation at the\n", "link below:\n", "https://scikit-learn.org/stable/modules/classes.html#module-sklearn.metrics\n", "\n", "We're working on a classification problem, so we need a metric suited for\n", "evaluating a classification algorithm. A simple and often used metrics is the\n", "accuracy score, which is simply the number of samples we classified correctly\n", "divided by the total number of samples:\n", "\n", "accuracy = true_positives / positives\n", "\n", "There are many other metrics we could use! Check out some options in this\n", "wikipedia page:\n", "https://en.wikipedia.org/wiki/Precision_and_recall#Definition_(classification_context)\n", "\n", "When importing a metric from scikit-learn, we can simply write, e.g.:\n", "from sklearn.metrics import log_loss\n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "6Ggdg3IIIUZS" }, "outputs": [], "source": [ "#@title Hint: Predicting using a trained scikit-learn model\n", "\n", "'''\n", "The documentation for the `predict` method is found at the link below:\n", "https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html#sklearn.model_selection.GridSearchCV.predict\n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "t6ma4S4XoRcd" }, "outputs": [], "source": [ "#Import the accuracy metric\n", "from sklearn._______ import _______" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "BHNXSm4zUeVD" }, "outputs": [], "source": [ "#generate predictions from the best model\n", "y_pred = grid_search.predict(______)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "igZNSwBwLTE9" }, "outputs": [], "source": [ "#calculate the accuracy score using the imported metric\n", "accuracy = _____(_____, _____)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "3UysftuILT0i" }, "outputs": [], "source": [ "# And print out the accuracy of the model\n", "print(f'The accuracy of the model is {accuracy:.1%}')" ] }, { "cell_type": "markdown", "metadata": { "id": "YQQAlPxQX_Ar" }, "source": [ "Congratulations! If you've done everything right, you should have a model with an accuracy of 96.9% We're so close to 97% that we can _taste_ it.\n", "
🍲
" ] }, { "cell_type": "markdown", "metadata": { "id": "A2iohebZoRcd" }, "source": [ "Let's see if we can bridge the gap with a bit of [data augmentation](https://en.wikipedia.org/wiki/Data_augmentation), working off of the smaller mnist dataset we made in the previous part of the exercise. The type of augmentation we'll be using is _shifting_, in which the images in the dataset are shifted up/down/left/right by a number of pixels to make \"new\" datapoints. \n", "\n", "List of Tasks:\n", "\n", "6. Augment the digit dataset using shifted versions of the images\n", "\n", "7. Train a KneighborsClassifier model on the augmented data set using the best parameters found in Exercise 1\n", "\n", "8. Evaluate the accuracy of the model trained with the augmented data\n" ] }, { "cell_type": "markdown", "metadata": { "id": "SrAeGb3o3KSj" }, "source": [ "Let's start by importing the shift tool from SciPy. You can find the documentation for the shift function [here](https://docs.scipy.org/doc/scipy/reference/generated/scipy.ndimage.shift.html)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "6GjQXb4IoRcd" }, "outputs": [], "source": [ "# We will import shift form the scipy multi-dimensional image processing tools\n", "from scipy.ndimage.interpolation import shift" ] }, { "cell_type": "markdown", "metadata": { "id": "AkjCBR6v3oAw" }, "source": [ "And we'll define a function that shifts an image from out dataset up & down and/or left & right." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "rkb749Aj3mv9" }, "outputs": [], "source": [ "# Using shift, we will write a function that shifts a single image left or right\n", "def shift_image(image, dx, dy):\n", " image = image.reshape((28, 28))\n", " shifted_image = shift(image, [dy, dx], cval=0, mode=\"constant\")\n", " return shifted_image.reshape([-1])" ] }, { "cell_type": "markdown", "metadata": { "id": "5IdkUVud5OHd" }, "source": [ "Let's go ahead and verify that the shift_image function works as intended... That way we won't run into issues further down the line.\n", "\n", "## **Q6) Verify that the shift function is working as intended and plot a down-shifted and left-shifted data sample.***" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "_Z0iW1pnlNhA" }, "outputs": [], "source": [ "#@title Hint: Default shift directions\n", "'''\n", "When you think of shifts left/right and up/down, you may be used to thinking in\n", "cartesian coordinates. That is, a shift right is a positive change in x and a \n", "shift left is a negative change in x. This is also true in most programming \n", "applications.\n", "\n", "HOWEVER, when it comes to images in programming, a shift down is associated with\n", "an _increase_ in the y value. This is the case with scipy's shift function. \n", "''';" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "O6TcRwXalEyN" }, "outputs": [], "source": [ "# Let's choose a random image from out training dataset\n", "rnd_id = rnd_gen.integers(0,\n", " _______.shape[0]) # dataset we're sampling\n", "\n", "# And load the image associated with rnd_id from the dataset\n", "image = _______[_______]\n", "\n", "# Now, let's grab the same image as below and shift it down 5 pixels\n", "shifted_image_down = shift_image(image, \n", " _______, # dx\n", " _______) # dy\n", "\n", "# and shift the original image left five pixels\n", "shifted_image_left = shift_image(image, \n", " _______, # dx \n", " _______) # dy" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "lgjNMMlebPuY" }, "outputs": [], "source": [ "#@title Run this cell to plot the images we made in the cell above. You can always doubleclick it if you want to look at the source code 😀\n", "# And then create a matplotlib figure where we'll plot the image\n", "fig, axes = plt.subplots(1, # one row\n", " 3, # three columns\n", " figsize=(12,3))\n", "\n", "# Plot the original\n", "axes[0].set_title(\"Original\", fontsize=14)\n", "axes[0].imshow(image.reshape(28, 28), # turn the flattened data back into a 28x28 image\n", " interpolation=\"nearest\",\n", " cmap=\"Greys\");\n", "\n", "# Plot the down-shifted\n", "axes[1].set_title(\"Shifted down\", fontsize=14)\n", "axes[1].imshow(shifted_image_down.reshape(28, 28), \n", " interpolation=\"nearest\", \n", " cmap=\"Greys\");\n", "\n", "# Plot the left-shifted\n", "axes[2].set_title(\"Shifted left\", fontsize=14)\n", "axes[2].imshow(shifted_image_left.reshape(28, 28), \n", " interpolation=\"nearest\", \n", " cmap=\"Greys\");" ] }, { "cell_type": "markdown", "metadata": { "id": "BJBzdbGtmn2Y" }, "source": [ "Now that we've verified that the shift function works, let's go ahead and use it to augment our training dataset.\n", "\n", "## Q7) Augment the training dataset" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "neHmqABXoRce" }, "outputs": [], "source": [ "# transform the datasets into lists of images. This will make it easy to \n", "# iterate & append the shifted images\n", "X_train_augmented = [image for image in _____]\n", "y_train_augmented = [label for label in _____]\n", "\n", "print(f'We have {len(X_train_augmented)} samples originally')" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "BFd4gYjipUNB" }, "outputs": [], "source": [ "# Make a tuple of shifts to apply to the datasets as augmentation.\n", "# a shift of 1 pixel right and 1 up is recommended for the first shift tuple,\n", "# and a shift of 1 pixel left, and 1 pixel down are recommended for the second tuple.\n", "shifts = ((_______,_______),\n", " (_______,_______))" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "zq4MxjBMqSGQ" }, "outputs": [], "source": [ "# Let's iterate through our shifts. Remember that each shift includes a value\n", "# for dx and dy\n", "for _____, _____ in shifts:\n", "\n", " # For each shift defined, we'll iterate through the dataset to shift each \n", " # image\n", " for image, label in zip(X_train, y_train):\n", " X_train_augmented.append(shift_image(image, dx, dy))\n", " y_train_augmented.append(label)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "C4-3qupwsoY8" }, "outputs": [], "source": [ "# Transform the lists back into numpy arrays\n", "X_train_augmented = np._______(_______)\n", "y_train_augmented = np._______(_______)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "-vhErfvAF8TY" }, "outputs": [], "source": [ "#Let's print out the number of samples we have after augmenting!\n", "print(f'We have {len(_______)} samples after augmenting')" ] }, { "cell_type": "markdown", "metadata": { "id": "ptjjBy3ZGLci" }, "source": [ "If everything is working as intended, you shoudl have 27 000 samples. Thats *a lot* of handwritten digits.\n", "
✍ 😖
" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "Wkm7rz-htL6z" }, "outputs": [], "source": [ "#@title Run this cell to shuffle the augmented data...\n", "\n", "# Generate scrambled indices list\n", "aug_shuffler = rnd_gen.permutation(len(X_train_augmented))\n", "\n", "# Shuffle the array using the scrambled indices - that way the input data order\n", "# matches the target data order\n", "X_train_augmented = X_train_augmented[aug_shuffler]\n", "y_train_augmented = y_train_augmented[aug_shuffler]\n" ] }, { "cell_type": "markdown", "metadata": { "id": "906YYXEKYONa" }, "source": [ "We now have an augmented dataset! Let's train a model using the best hyperparameters we previously found with our grid search.\n", "\n", "## **Q8) Load a new K Nearest Neighbors classifier using the `.best_params_` information***\n", "\n", "Hint: The documentation of the [`KNeighborsClassifier`](https://scikit-learn.org/stable/modules/generated/sklearn.neighbors.KNeighborsClassifier.html) is [at this link](https://scikit-learn.org/stable/modules/generated/sklearn.neighbors.KNeighborsClassifier.html)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "4Wj8wnDvYkMF" }, "outputs": [], "source": [ "#Complete the code\n", "knn_clf = _______( # The model class we're instantiating\n", " _______ = _______['________'], # Load in our best number of neighbors\n", " _______ = _______['________') # Load in our best weight type" ] }, { "cell_type": "markdown", "metadata": { "id": "kgvouf4lY7W3" }, "source": [ "## **Q9) Fit the new model using the augmented x and y data***\n", "\n", "Hint: The `fit` method of the `KNeighborsClassifier` is documented [at this link](https://scikit-learn.org/stable/modules/generated/sklearn.neighbors.KNeighborsClassifier.html#sklearn.neighbors.KNeighborsClassifier.fit)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "VPdXnVpjY7hk" }, "outputs": [], "source": [ "knn_clf.fit(_______, # The input we're fitting \n", " _______) # The labels we're fitting" ] }, { "cell_type": "markdown", "metadata": { "id": "7i9vguyYZM41" }, "source": [ "## **Q10) Evaluate the accuracy of the model trained with the augmented data***\n", "\n", "Hint: You should have already loaded the `accuracy_score` [here](#accuracy)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "8mcDqCEPZTMi" }, "outputs": [], "source": [ "# Let's get the predictions from our model\n", "y_pred = _____.predict(______)\n", "\n", "# And use them to calculate the accuracy\n", "accuracy = accuracy_score(_____, _____)\n", "\n", "# We'll finish by printing out our accuracy...\n", "print(f'The accuracy for our model training on augmented data is {accuracy:.1%}!')" ] }, { "cell_type": "markdown", "metadata": { "id": "84zPQviCSX7H" }, "source": [ "Congratulations for finishing the first exercise! If everything went well _and_ you used the exact same arguments we did, you should have gotten an accuracy of 97.5% \\\n", "\n", "
🥳
" ] }, { "cell_type": "markdown", "metadata": { "id": "86ThswH3oRcf" }, "source": [ "## Exercise 2 - Tackling the Titanic dataset" ] }, { "cell_type": "markdown", "metadata": { "id": "kaY2vwt2DPlX" }, "source": [ "![noaa-e0eHtnr7eeU-unsplash.jpg](data:image/jpeg;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "c0wqHh_yDb95" }, "source": [ "**Caption**: Can you predict which passengers will survive their ride on the Titanic? 🚣 🧊" ] }, { "cell_type": "markdown", "metadata": { "id": "_yy2P3nToRcf" }, "source": [ "In this exercise we will be attempting to predict whether or not a passenger on the titanic survived or not, based on their attributes (e.g., age, sex, passenger class, where they embarked, and so on). For this exercise, we will be relying on [Pandas](https://en.wikipedia.org/wiki/Pandas_(software)) [DataFrames](https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.html).\n", "\n", "\n", "Let's take a moment to talk about our dataset! The dataset we'll be using today was part of a machine learning challenge - what this means for _you_ is that today we have training data with labels, but ***our test data has no test labels*** (i.e., we have y_train but not y_test).\n", "\n", "Exercise Tasks:\n", "\n", "9. Calculate the mean of the age the corresponding standard deviation for the female and male populations in the passenger list. \n", "\n", "10. Set up a pipeline for the numerical attributes that implements an \"median\" imputer and a scaler \n", "\n", "11. Set up a pipeline for the categorical attributes that implements a \"most frequent\" imputer and a one-hot categorical encoder\n", "\n", "12. Prepare the training and testing datasets for the Titanic data. What's the difference between `.fit_transform()` and `.transform()` ?\n", "\n", "13. Train a random forest classifier with 100 estimators \n", "\n", "14. Make a prediction using the trained random forest classifier. How good is the accuracy? \n", "\n", "15. Compare this to a 10-fold cross validation mean.\n", "\n", "16. Train a support-vector clustering algorithm and compare its 10-fold cross validation mean to that of the random forest classifier." ] }, { "cell_type": "markdown", "metadata": { "id": "Mm_4pFmkoRcf" }, "source": [ "Let's begin by fetching the data from the internet and loading it into memory. To do this, the code cell defines a `fetch_titanic_data` function that downloads the titanic dataset and a `load_titanic_data` function that let's us load the \"train.csv\" data or \"test.csv\" data." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "LwggUBydoRcf" }, "outputs": [], "source": [ "#@title `fetch_titanic_data` and `load_titanic_data` definition. Double click here to see the source code.\n", "# Setup - First, We need to fetch the data from the internet...\n", "import os\n", "import urllib.request\n", "import pandas as pd\n", "\n", "\n", "TITANIC_PATH = os.path.join(PROJECT_ROOT_DIR,\"datasets\", \"titanic\")\n", "DOWNLOAD_URL = \"https://raw.githubusercontent.com/ageron/handson-ml2/master/datasets/titanic/\"\n", "\n", "# Define the function that will download the titanic data... \n", "def fetch_titanic_data(url=DOWNLOAD_URL, path=TITANIC_PATH):\n", " if not os.path.isdir(path):\n", " os.makedirs(path)\n", " for filename in (\"train.csv\", \"test.csv\"):\n", " filepath = os.path.join(path, filename)\n", " if not os.path.isfile(filepath):\n", " print(\"Downloading\", filename)\n", " urllib.request.urlretrieve(url + filename, filepath)\n", "\n", "# And define the function that loads the data into memory...\n", "def load_titanic_data(filename, titanic_path=TITANIC_PATH):\n", " csv_path = os.path.join(titanic_path, filename)\n", " return pd.read_csv(csv_path)" ] }, { "cell_type": "markdown", "metadata": { "id": "8X9K-2EakFFr" }, "source": [ "## **Q11) Fetch and load the titanic training and test data. Then, set the passenger ID as the index.**" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "yAMH0rymoRcg" }, "outputs": [], "source": [ "# Let's start by fetching the titanic data\n", "_______()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "TEkE0_Xqkn_T" }, "outputs": [], "source": [ "# And load the training data and test data \n", "train_data = load_titanic_data(\"_______.csv\")\n", "test_data = load_titanic_data(\"_______.csv\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "jJaUX_uwkqJC" }, "outputs": [], "source": [ "# We will explicitely set the PassengerId attribute as the DataFrame index \n", "# since it is unique to each passenger\n", "train_data = train_data._______(\"PassengerId\")\n", "test_data = test_data._______(\"PassengerId\")" ] }, { "cell_type": "markdown", "metadata": { "id": "s8_6YueUoRcg" }, "source": [ "The data is already split into a training set and a test set. However, please remember that *the test data* does **not** contain the labels: your goal is to train the best model you can using the training data, then make your predictions on the test data.\n", "\n", "Let's take a peek at the training set. Use the `.head()` method to return the first 5 rows of the training dataset. \n", "\n", "*If you're on colab, you can instead use Google's interactive data table!*\n", "\n", "-----------------------\n", "\n", "The dataset should include the following attributes:\n", "* **PassengerId**: a unique identifier for each passenger\n", "* **Survived**: that's the target, 0 means the passenger did not survive, while 1 means he/she survived.\n", "* **Pclass**: passenger class.\n", "* **Name**, **Sex**, **Age**: self-explanatory\n", "* **SibSp**: how many siblings & spouses of the passenger aboard the Titanic.\n", "* **Parch**: how many children & parents of the passenger aboard the Titanic.\n", "* **Ticket**: ticket id\n", "* **Fare**: price paid (in pounds)\n", "* **Cabin**: passenger's cabin number\n", "* **Embarked**: where the passenger embarked the Titanic. C=Cherbourg, Q=Queenstown, S=Southampton." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "ijFp0ONWoRcg" }, "outputs": [], "source": [ "# Load Google's data table to display the dataframe interactively\n", "from google.colab import data_table\n", "data_table.DataTable(train_data, num_rows_per_page=10)" ] }, { "cell_type": "markdown", "metadata": { "id": "rhbhBw6wJ1u3" }, "source": [ "Using DataFrames allow us to easily calculate statistics from the data. Here we will use the .median() and .std() methods to get an picture of the passenger population." ] }, { "cell_type": "markdown", "metadata": { "id": "KbsuCAnRbwiC" }, "source": [ "## **Q12) Calculate the median and standard deviation for each listed sex category**\n", "\n", "Hint: The \"pre-filled\" code below uses `pandas`' native [`median`](https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.median.html) and [`std`](https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.std.html) functions. If you prefer using [`Numpy`](https://numpy.org/doc/stable/index.html), `Numpy` also has functions for the median and the standard deviation. " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "V1rpcp1doRci" }, "outputs": [], "source": [ "# Calculate the median and standard deviation for the age of passengers listed\n", "# as having a female sex\n", "med_age_f = train_data[train_data[\"_______\"]==\"_______\"][\"_______\"]._______()\n", "stddev_age_f = train_data[train_data[\"_______\"]==\"_______\"][\"_______\"]._______()\n", "\n", "# Calculate the median and standard deviation for the age of passengers listed\n", "# as having a male sex\n", "med_age_m = train_data[train_data[\"_______\"]==\"_______\"][\"_______\"]._______()\n", "stddev_age_m = train_data[train_data[\"_______\"]==\"_______\"][\"_______\"]._______()\n", "\n", "print_out=(f'The female population had a median age of {med_age_f:.1f}'\n", " f' with a standard deviation of {stddev_age_f:.2f} \\n'\n", " f'The male population had a median age of {med_age_m:.1f}'\n", " f' with a standard deviation of {stddev_age_m:.2f} \\n')\n", "\n", "print(print_out)" ] }, { "cell_type": "markdown", "metadata": { "id": "6h5nn-XhoRch" }, "source": [ "If you did everything right so far, you'll find a median age of 27/29 with a standard deviation of 14.11/14.68 for female/male sexes. \n", "\n", "It's important that we be aware of the gaps in the data available. In order to do this, let's rely on the DataFrames `.info()` method:" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "T2YZzTZaoRch" }, "outputs": [], "source": [ "train_data.info()" ] }, { "cell_type": "markdown", "metadata": { "id": "fg8WxPoBoRci" }, "source": [ "Okay, the **Age**, **Cabin** and **Embarked** attributes are sometimes null (less than 891 non-null), especially the **Cabin** (77% are null). We will ignore the **Cabin** for now and focus on the rest. The **Age** attribute has about 19% null values, so we will need to decide what to do with them. One reasonable option is to replace null values with the median age. We could be a bit smarter by predicting the age based on the other columns (for example, the median age is 37 in 1st class, 29 in 2nd class and 24 in 3rd class), but we'll keep things simple and just use the overall median age. \n", "\n", "(Note: this will be done in a later step, when we develop the data pipeline)" ] }, { "cell_type": "markdown", "metadata": { "id": "jdLtswehoRci" }, "source": [ "The **Name** and **Ticket** attributes may have some value, but they will be a bit tricky to convert into useful numbers that a model can consume. So for now, we will ignore them." ] }, { "cell_type": "markdown", "metadata": { "id": "d0UO0IrpoRci" }, "source": [ "Let's take a look at the numerical attributes:" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "E2_crvx0oRci" }, "outputs": [], "source": [ "train_data.describe()" ] }, { "cell_type": "markdown", "metadata": { "id": "KgM5Yvp7oRci" }, "source": [ "* Less than 50% of the passengers survived (About 38%, to be more precise). That's close enough to 40%, so accuracy will be a reasonable metric to evaluate our model.\n", "* The mean **Fare** was £32.20, which does not seem so expensive, but the [Bank of England estimates](https://www.bankofengland.co.uk/monetary-policy/inflation/inflation-calculator) the value to be around _£3889_ in 2021.\n", "* The mean **Age** was a little under 30 years old.\n", "* Over half of the passengers were in 3rd Class " ] }, { "cell_type": "markdown", "metadata": { "id": "_Cs27CWRoRci" }, "source": [ "We will now verify that the `Survived` class is indeed 0 or 1. \n", "\n", "We will also look at the types of values we have in our categorical variables, namely: `Passenger Class`, `Sex`, and `Embarqued`.\n", "\n", "Reminder: \n", "The Embarked attribute tells us where the passenger embarked: C=Cherbourg, Q=Queenstown, S=Southampton." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "yQ5WkkNqoRcj" }, "outputs": [], "source": [ "#@title Use this cell to print out the values and counts of the catergorical classes... \n", "# Initialize the string\n", "print_out = \"\"\n", "\n", "# Define the columns to iterate through \n", "var_list = [\"Survived\", \"Pclass\", \"Sex\", \"Embarked\"]\n", "\n", "# Append the information to our print out text by iterating\n", "for var in var_list: print_out += f'{train_data[var].value_counts()} \\n\\n'\n", "\n", "# and print out the final string\n", "print(print_out)" ] }, { "cell_type": "markdown", "metadata": { "id": "T1AvRyGPoRcj" }, "source": [ "Now let's build our [data preprocessing pipelines](https://en.wikipedia.org/wiki/Data_pre-processing), starting with the pipeline for numerical attributes.\n", "In this section we will set up a [Pipeline class](https://duckduckgo.com/?q=sklearn+pipeline), which will fill the missing values in the columns using the mean value (see the [SimpleImputer documentation](https://duckduckgo.com/?q=sklearn+simpleimputer)) and scale the data (see the [StandardScaler documentation](https://duckduckgo.com/?q=sklearn+standardscaler))." ] }, { "cell_type": "markdown", "metadata": { "id": "EMYdu1iZduv4" }, "source": [ "## **Q13) Set up the numerical attribute pipeline using a) an \"imputer\" that uses SimpleImputer with \"median\" set as the strategy and b) a \"scaler\" that uses a default StandardScaler**\n", "\n", "Hint: The documentation for the `Pipeline` class is [at this link](https://scikit-learn.org/stable/modules/generated/sklearn.pipeline.Pipeline.html)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "CSiJdS5M0UYJ" }, "outputs": [], "source": [ "# Let's import the classes we'll need from scikit-learn in order to set up\n", "# our data pipeline.\n", "from sklearn.pipeline import Pipeline\n", "from sklearn.impute import SimpleImputer\n", "from sklearn.preprocessing import StandardScaler\n", "\n", "# The Pipeline needs to be initiated with a list containing the name of the\n", "# preprocessor (e.g., \"imputer\" or \"scaler\").\n", "num_pipeline = _______([ # We'll instantiate the pipeline class\n", " (\"_______\", _________(_________=\"________\")), # Which will use the imputer\n", " (\"_______\", _________() ) ]) # as well as the scaler" ] }, { "cell_type": "markdown", "metadata": { "id": "Y5K9Y4IzoRcj" }, "source": [ "Now we can build the pipeline for the categorical attributes. Here, we will use [one-hot encoding](https://en.wikipedia.org/wiki/One-hot#Machine_learning_and_statistics) using the [OneHotEncoder](https://duckduckgo.com/?q=sklearn+onehotencoder) preprocessor in Scikit.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "v7xDH4G8dsIN" }, "source": [ "## **Q14) Set up the categorical attribute pipeline using: a) an \"imputer\" that uses [`SimpleImputer`](https://scikit-learn.org/stable/modules/generated/sklearn.impute.SimpleImputer.html) with \"most_frequent\" set as the strategy and b) a \"cat_encoder\" that uses a [`OneHotEncoder`](https://scikit-learn.org/stable/modules/generated/sklearn.preprocessing.OneHotEncoder.html) with the sparse parameter set to `False`**" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "8cxUS4TzoRck" }, "outputs": [], "source": [ "# Let's import the One Hot Encoder function from scikit-learn, and set up our\n", "# categorical data pipeline\n", "from sklearn.preprocessing import OneHotEncoder\n", "\n", "cat_pipeline = _______( [ # Once again we instantiate the pipeline class\n", " (\"________\", _________(_________=\"________\")), # And set up an imputer with a strategy\n", " (\"________\", _________(_________=________)) ] ) # and an encoder with a given sparsity parameter" ] }, { "cell_type": "markdown", "metadata": { "id": "mtGqgKGzoRck" }, "source": [ "Finally, let's join the numerical and categorical pipelines using scikit's [ColumnTransformer](https://duckduckgo.com/?q=sklearn+ColumnTransformer):" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "hP7U2iztoRck" }, "outputs": [], "source": [ "from sklearn.compose import ColumnTransformer\n", "\n", "num_attribs = [\"Age\", \"SibSp\", \"Parch\", \"Fare\"]\n", "cat_attribs = [\"Pclass\", \"Sex\", \"Embarked\"]\n", "\n", "preprocess_pipeline = ColumnTransformer( [(\"num\", num_pipeline, num_attribs),\n", " (\"cat\", cat_pipeline, cat_attribs) ] )" ] }, { "cell_type": "markdown", "metadata": { "id": "VxCNJ9q4oRck" }, "source": [ "We now have a preprocessing pipeline that takes the raw data and outputs numerical input features that we can feed to any Machine Learning model we want, and we can also generate the truth variable from the 'Survived' data.\n", "\n", "Let's generate our train and test data.\n", "\n", "--------------------\n", "Note! We will continue using X_train, y_train, X_test, and y_test as the variable names for our training and testing datasets. However, the notebook only has one namespace. Thus, runnng the code below will overwrite the X_train/test and y_train/test variables from exercises 1 & 2. " ] }, { "cell_type": "markdown", "metadata": { "id": "TqQ5pAxidpIZ" }, "source": [ "## **Q15) Prepare the training and testing datasets. Think about the difference between `.fit_transform()` and `.transform()`!**\n", "\n", "Hint 1: Remember to load \"Survived\" into `y_train`!\n", "\n", "Hint 2: Here are the documentation links for the [`transform`](https://scikit-learn.org/stable/modules/generated/sklearn.pipeline.Pipeline.html#sklearn.pipeline.Pipeline.transform) and [`fit_transform`](https://scikit-learn.org/stable/modules/generated/sklearn.pipeline.Pipeline.html#sklearn.pipeline.Pipeline.fit_transform) methods of the [`Pipeline`](https://scikit-learn.org/stable/modules/generated/sklearn.pipeline.Pipeline.html) class.\n", "\n", "Hint 3: Because the dataset is from a Kaggle competition, there is no \"Survived\" category in the test set `test_data` to not give away the answer." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "2l2zH2_zoRck" }, "outputs": [], "source": [ "# Let's preprocess our datasets!\n", "X_train = preprocess_pipeline._______( # Fit your pipeline using the training input data and transform the training input data in one step!\n", " _______[_______ + _______] ) # load the categorical and numerical attributes from the training dataframe\n", "\n", "X_test = preprocess_pipeline._______( # Transform the testing input data and transform the training data in one step!\n", " _______[_______ + _______] ) # load the categorical and numerical attributes from the testing dataframe\n", "\n", "y_train = ________[\"_______\"] # Load whether or not the passengers in the training survived into y_train\n", "\n", "# You might be wondering about y_test. Remember, since the data came from a\n", "# Kaggle competition, we don't actually have y_test! " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "YYPC6lWe4Ozx" }, "outputs": [], "source": [ "#@title Let's print a sample to take a loot at the data being produced\n", "for idx, attrib in np.ndenumerate(np.hstack((num_attribs,cat_attribs))):\n", " print(f\"{attrib} has a value of {X_train[0][idx]}\")" ] }, { "cell_type": "markdown", "metadata": { "id": "PlOJtfUg5Dr2" }, "source": [ "If you have done everything as we planned out so far, you should see the following:\n", "\n", "Age has a value of -0.5657358173332453
\n", "SibSp has a value of 0.4327933656785018
\n", "Parch has a value of -0.4736736092984604
\n", "Fare has a value of -0.5024451714361923
\n", "Pclass has a value of 0.0
\n", "Sex has a value of 0.0
\n", "Embarked has a value of 1.0
" ] }, { "cell_type": "markdown", "metadata": { "id": "11NFNA-MoRcl" }, "source": [ "Now that we've finally prepared the pipeline, we can begin training algorithms!\n", "Let's start by training a type of classifier called a [`RandomForestClassifier`](https://duckduckgo.com/?q=scikit+randomforestclassifie). This type of a classifier is an _ensemble classifier_, which employs a number of estimators that we have to define. Today, we will use 100 members in our ensemble." ] }, { "cell_type": "markdown", "metadata": { "id": "kp6Zc3b2mlJc" }, "source": [ "## **Q16) Import a RandomForestClassifier from scikit and instantiate it with 100 estimators. Then, fit the model**\n", "\n", "Hint: The documentation for the `RandomForestClassifier` is [at this link](https://scikit-learn.org/stable/modules/generated/sklearn.ensemble.RandomForestClassifier.html)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "I2YtFhjJoRcl" }, "outputs": [], "source": [ "# Let's import the scikit implementation of random forest classifiers\n", "from sklearn._______ import _______" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "iiZ6J6wE5god" }, "outputs": [], "source": [ "# And now let's instantiate the RandomForestClassifier class\n", "forest_clf = RandomForestClassifier(_______=_______, # Set our number of estimators \n", " random_state=rnd_seed) # And set our random seed for consistent results" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "674EdKAM52-X" }, "outputs": [], "source": [ "# We end by fitting the model\n", "forest_clf._______(_______,_______)" ] }, { "cell_type": "markdown", "metadata": { "id": "UfCfaWOMoRcl" }, "source": [ "Great, our model is trained! Let's use it to make predictions on the test set. Let's also check the accuracy of our model on the test dataset.\n", "\n", "Wait a second... *we don't have labels for our test dataset!* \n", "
😯
\n", "\n", "What do we do now? Well, the best we can do is to check how well our model is able to fit our training data. \\\n", "***Please note that we do this with the very real risk of overfitting our training data!!!***\n" ] }, { "cell_type": "markdown", "metadata": { "id": "iakCUz2s6I6B" }, "source": [ "## **Q17) Predict a set of answers using the trained model and compare it using the accuracy_score metric. Then, print out a statement reporting the accuracy**\n", "\n", "*Hint 1: [Here's the documentation](https://scikit-learn.org/stable/modules/generated/sklearn.metrics.accuracy_score.html) for the `accuracy_score` metric*\n", "\n", "*Hint 2: You don't have a set of labels for the test set (i.e., you don't have `y_test`), so you can't measure the accuracy using `X_test`. You do, however, have another dataset with both inputs `X` and labels `y`!*\n", "\n", "*Hint 3: Though you won't be able to know if the model is over/underfitting the data if you measure the accuracy on the train set, it **will** give you an idea as to whether the model is able to make accurate predictions from the input data.*" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "ScTILYjroRcl" }, "outputs": [], "source": [ "# Let's import the accuracy score implementation in scikit-learn\n", "from _______._______ import _______\n", "\n", "# Then let's get predictions from our model\n", "y_pred = _______._______(_______)\n", "\n", "# Let's calculate the accuracy...\n", "accuracy = _______(_______, # We'll need our ground truth\n", " _______) # and our predictions\n", "print(f'The accuracy we got on our training dataset is {accuracy:.1%}')" ] }, { "cell_type": "markdown", "metadata": { "id": "SRkCsk6IoRcm" }, "source": [ "If you did everything like we did during development of the notebook, you should get an accuracy of 98.0%! However, this accuracy is the performance of the model to predict the data that it was trained on. If we make the analogy to a student, *we gave them the list of questions and answers before the test*. Are we surprised that they did well?\n", "\n", "While our model gave us a prediction and we were able to compare how accurate our predictions were, we're also interested in knowing how good our model really is. \n", "\n", "It's true that now we could just build a CSV file with the predictions based on the test set (respecting the format excepted by Kaggle), then upload it and hope for the best. \n", "\n", "***But we can do better than hope.***\n", "\n", "Why don't we use cross-validation to have an idea of how good our model is? This means we'll divide the data into several groups of data, and we'll use all but one for training and test on the remaining group. We'll do this as many times as we have groups, which will give use an idea of how well our model is able to predict data it has never seen before.\n", "\n", "This schematic from the scikit learn documentation might be useful to help you understand...\n", "

\n", "Image Source: Scikit-Learn Cross Validation Documentation
" ] }, { "cell_type": "markdown", "metadata": { "id": "g2WsNkRqoCBf" }, "source": [ "## **Q18) Import the cross_val_score function and produce a set of 10-fold cross validation scores using the training data. Then, print the mean score. How does it compare with the answer to Q14?**\n", "\n", "Hint: You may consult [the documentation of `cross_val_score`](https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.cross_val_score.html)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "WMO4Cp0VoRcm" }, "outputs": [], "source": [ "# Let's start by importing the cross validation score class from scikit-learn\n", "from _______._______ import _______\n", "\n", "# Let's instantiate the imported class...\n", "forest_scores = cross_val_score(_______, # Which will need the model to evaluate \n", " _______, # The input data to use\n", " _______, # The corresponding target data\n", " cv=_______) # And the number of folds for evaluation\n", "\n", "print(f'The mean score is {_______.mean():.1%}')" ] }, { "cell_type": "markdown", "metadata": { "id": "iRPB-By6oRcm" }, "source": [ "If you did everything the way we did, you'll get a mean accuracy of 81.4%. \n", "\n", "We will now compare to the [leaderboard](https://www.kaggle.com/c/titanic/leaderboard) for the Titanic competition on Kaggle. How does our model compare?\n", "\n", "Don't be discouraged by those with 100% accuracy - since you can easily find the [list of victims](https://www.encyclopedia-titanica.org/titanic-victims/) of the Titanic, it seems likely that there was little Machine Learning involved in their performance." ] }, { "cell_type": "markdown", "metadata": { "id": "BaM_MPCPoRcm" }, "source": [ "Let's move on from random forests and try an `SVC`, i.e., a [support-vector clustering algorithm](https://www.jmlr.org/papers/volume2/horn01a/horn01a.pdf). You can find the scikit documentation [here](https://scikit-learn.org/stable/modules/generated/sklearn.svm.SVC.html)." ] }, { "cell_type": "markdown", "metadata": { "id": "GWIdOxoiogP9" }, "source": [ "## **Q19) Train a support-vector clustering algorithm and generate a set of cross-validated scores**" ] }, { "cell_type": "markdown", "metadata": { "id": "A7yzSv1a-4n_" }, "source": [ "Hint: Don't hesitate to recycle code from before!" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "M0OpdmMxoRcm" }, "outputs": [], "source": [ "# Let's import the SVC class and instantiate a model\n", "from sklearn._______ import _______\n", "svm_clf = _______(gamma=\"auto\")\n", "\n", "svm_scores = _______(_______,\n", " _______,\n", " _______,\n", " cv=_______)\n", "print(f'The mean score is {_______.mean():.1%}')" ] }, { "cell_type": "markdown", "metadata": { "id": "PSnIqjcJoRcm" }, "source": [ "If everything went well, this model should look better. Notice though that what we've printed so far is the mean score from the cross validation. While we do appreciate models having higher mean accuracy, consistency is also very important when making predictions! Let's visualize the scores using a box plot (Géron thanking Nevin Yilmaz as the proponents of this idea), where the points will represent the performance on the testing fold in each run. \n", "\n", "It's also important to note that the `boxplot()` function detects outliers (called \"fliers\") and does not include them within the whiskers. Specifically, if the lower quartile is Q1 and the upper quartile is Q3 , then the interquartile range IQR=Q3−Q1 (this is the box's height), and any score lower than Q1−1.5×IQR is a flier, and so is any score greater than Q3+1.5×IQR . " ] }, { "cell_type": "markdown", "metadata": { "id": "R7fDElKMoRcn" }, "source": [ "But instead of just looking at the mean accuracy across the 10 cross-validation folds, let's plot all 10 scores for each model, along with a box plot highlighting the lower and upper quartiles, and \"whiskers\" showing the extent of the scores (thanks to Nevin Yilmaz for suggesting this visualization). Note that the `boxplot()` function detects outliers (called \"fliers\") and does not include them within the whiskers. Specifically, if the lower quartile is $Q_1$ and the upper quartile is $Q_3$, then the interquartile range $IQR = Q_3 - Q_1$ (this is the box's height), and any score lower than $Q_1 - 1.5 \\times IQR$ is a flier, and so is any score greater than $Q3 + 1.5 \\times IQR$." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "cellView": "form", "id": "tdAWlGBIoRcn" }, "outputs": [], "source": [ "#@title We'll make a quick boxplot to compare the SVM and Random Forest CV scores\n", "import matplotlib.pyplot as plt\n", "\n", "plt.figure(figsize=(8, 4))\n", "plt.plot([1]*10, svm_scores, \".\")\n", "plt.plot([2]*10, forest_scores, \".\")\n", "plt.boxplot([svm_scores, forest_scores], labels=(\"SVM\",\"Random Forest\"))\n", "plt.ylabel(\"Accuracy\", fontsize=14)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "5n3-x2xFoRcn" }, "source": [ "If all goes as expected, your plot should look like this:\n", "
\n", "\n", "The random forest classifier should have gotten a very high score on one of the 10 folds, but overall should have a lower mean score and a bigger spread. This suggests that the SVM classifier is more likely to generalize well. " ] }, { "cell_type": "markdown", "metadata": { "id": "qhhE13nt8E0e" }, "source": [ "## Bonus Questions\n", "**Exercise 1 Bonus Objectives:**\n", "\n", "1. Train and evaluate the models using precision as the metric\n", "\n", "2. Extract & plot instances in which the model was confused \n", "\n", "3. Create an imbalanced dataset and study the effect on the model\n", "\n", "5. Implement a rotation augmentation strategy\n", "\n", "6. Try addressing the imbalance in the dataset using data augmentation\n", "\n", "\n", "**A.)** We trained and tested the model's performance using accuracy as the metric. What happens when you use precision as the scoring metric instead? Note: you'll have to redefine the grid_search scoring parameter\n", "\n", "**B.)** Extract some samples that the model made a mistake on and plot them. Can you tell what the digit is?\n", "\n", "**C.)** In the setup we reduced the size of the dataset while ensuring that it remained perfectly balanced ( ). What happens to the performance of the model when using an unbalanced dataset? Make one of the digits dominate the dataset (e.g., making over 50% of the dataset one of the digits) and try training the algorithm and test it on the _balanced_ test dataset. \n", "\n", "**D.)**We've implemented a shift strategy, but there's a myriad of ways of augmenting your dataset! Try implementing a rotation augmentation strategy using Scipy's ndimage.rotate\n", "\n", "**E.)** We've implemented shifts as augmentations in the dataset. In a previous challenge we developed an unbalanced dataset - try addressing the imbalance in the dataset by augmenting the dataset!\n", "\n", "**Exercise 2 Bonus Objectives:**\n", "\n", "1. Choose two other models and try using them to predict whether or not a passenger would survive. Use grid-search to try out several hyperparameters and determine which model worked best out of the four.\n", "\n", "2. Try converting numerical attributes to categorical attributes, such as age group instead of age, or those travelling alone vs with company." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "colab": { "collapsed_sections": [], "include_colab_link": true, "provenance": [], "toc_visible": true }, "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": "3.9.7" }, "nav_menu": {}, "toc": { "navigate_menu": true, "number_sections": true, "sideBar": true, "threshold": 6, "toc_cell": false, "toc_section_display": "block", "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 1 }