{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Your First Neural Network\n", "\n", "In this project, you'll build your first neural network and use it to predict daily bike rental ridership. We've provided some of the code, but left the implementation of the neural network up to you (for the most part). After you've submitted this project, feel free to explore the data and the model more." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "%matplotlib inline\n", "%load_ext autoreload\n", "%autoreload 2\n", "%config InlineBackend.figure_format = 'retina'\n", "\n", "import warnings\n", "warnings.filterwarnings(\"ignore\")\n", "\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load and Prepare the Data\n", "\n", "A critical step in working with neural networks is preparing the data correctly. Variables on different scales make it difficult for the network to efficiently learn the correct weights. Below, we've written the code to load and prepare the data. You'll learn more about this soon!" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true }, "outputs": [], "source": [ "data_path = 'data/hour.csv'\n", "rides = pd.read_csv(data_path)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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instantdtedayseasonyrmnthhrholidayweekdayworkingdayweathersittempatemphumwindspeedcasualregisteredcnt
012011-01-01101006010.240.28790.810.031316
122011-01-01101106010.220.27270.800.083240
232011-01-01101206010.220.27270.800.052732
342011-01-01101306010.240.28790.750.031013
452011-01-01101406010.240.28790.750.0011
\n", "
" ], "text/plain": [ " instant dteday season yr mnth hr holiday weekday workingday \\\n", "0 1 2011-01-01 1 0 1 0 0 6 0 \n", "1 2 2011-01-01 1 0 1 1 0 6 0 \n", "2 3 2011-01-01 1 0 1 2 0 6 0 \n", "3 4 2011-01-01 1 0 1 3 0 6 0 \n", "4 5 2011-01-01 1 0 1 4 0 6 0 \n", "\n", " weathersit temp atemp hum windspeed casual registered cnt \n", "0 1 0.24 0.2879 0.81 0.0 3 13 16 \n", "1 1 0.22 0.2727 0.80 0.0 8 32 40 \n", "2 1 0.22 0.2727 0.80 0.0 5 27 32 \n", "3 1 0.24 0.2879 0.75 0.0 3 10 13 \n", "4 1 0.24 0.2879 0.75 0.0 0 1 1 " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "rides.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Checking Out the Data\n", "\n", "This dataset has the number of riders for each hour of each day from January 1 2011 to December 31 2012. The number of riders is split between casual and registered, summed up in the `cnt` column. You can see the first few rows of the data above.\n", "\n", "Below is a plot showing the number of bike riders over the first 10 days or so in the data set. (Some days don't have exactly 24 entries in the data set, so it's not exactly 10 days.) You can see the hourly rentals here. This data is pretty complicated! The weekends have lower over all ridership and there are spikes when people are biking to and from work during the week. Looking at the data above, we also have information about temperature, humidity, and windspeed, all of these likely affecting the number of riders. You'll be trying to capture all this with your model." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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ffapq86tvD37PeA3MPoSUuDz4PvcDevBJ3Ykx6Co7Dz6bbAkhdcUsPOLk4I8q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IBSn8HaWr+QMbbb6j8Amz28DldMcAq+twKfFsqiFVrRyFTw62PRqZ1ZTBV86r/eurRLaEFQiXZu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\ndm5i60+ePo1b7rwPT9d4rZRMvmgMfErEI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"text/plain": [ "" ] }, "metadata": { "image/png": { "height": 263, "width": 380 } }, "output_type": "display_data" } ], "source": [ "rides[:24*10].plot(x='dteday', y='cnt')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Dummy Variables\n", "Here we have some categorical variables like season, weather, month. To include these in our model, we'll need to make binary dummy variables. This is simple to do with Pandas thanks to `get_dummies()`." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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yrholidaytemphumwindspeedcasualregisteredcntseason_1season_2...hr_21hr_22hr_23weekday_0weekday_1weekday_2weekday_3weekday_4weekday_5weekday_6
0000.240.810.03131610...0000000001
1000.220.800.08324010...0000000001
2000.220.800.05273210...0000000001
3000.240.750.03101310...0000000001
4000.240.750.001110...0000000001
\n", "

5 rows × 59 columns

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" ], "text/plain": [ " yr holiday temp hum windspeed casual registered cnt season_1 \\\n", "0 0 0 0.24 0.81 0.0 3 13 16 1 \n", "1 0 0 0.22 0.80 0.0 8 32 40 1 \n", "2 0 0 0.22 0.80 0.0 5 27 32 1 \n", "3 0 0 0.24 0.75 0.0 3 10 13 1 \n", "4 0 0 0.24 0.75 0.0 0 1 1 1 \n", "\n", " season_2 ... hr_21 hr_22 hr_23 weekday_0 weekday_1 weekday_2 \\\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", " weekday_3 weekday_4 weekday_5 weekday_6 \n", "0 0 0 0 1 \n", "1 0 0 0 1 \n", "2 0 0 0 1 \n", "3 0 0 0 1 \n", "4 0 0 0 1 \n", "\n", "[5 rows x 59 columns]" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dummy_fields = ['season', 'weathersit', 'mnth', 'hr', 'weekday']\n", "for each in dummy_fields:\n", " dummies = pd.get_dummies(rides[each], prefix=each, drop_first=False)\n", " rides = pd.concat([rides, dummies], axis=1)\n", "\n", "fields_to_drop = ['instant', 'dteday', 'season', 'weathersit', \n", " 'weekday', 'atemp', 'mnth', 'workingday', 'hr']\n", "data = rides.drop(fields_to_drop, axis=1)\n", "data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Scaling Target Variables\n", "To make training the network easier, we'll standardize each of the continuous variables. That is, we'll shift and scale the variables such that they have zero mean and a standard deviation of 1.\n", "\n", "The scaling factors are saved so we can go backwards when we use the network for predictions." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "quant_features = ['casual', 'registered', 'cnt', 'temp', 'hum', 'windspeed']\n", "\n", "# Store scalings in a dictionary so we can convert back later\n", "scaled_features = {}\n", "for each in quant_features:\n", " mean, std = data[each].mean(), data[each].std()\n", " scaled_features[each] = [mean, std]\n", " data.loc[:, each] = (data[each] - mean)/std" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Splitting the Data into Training, Testing, and Validation Sets\n", "\n", "We'll save the data for the last approximately 21 days to use as a test set after we've trained the network. We'll use this set to make predictions and compare them with the actual number of riders." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Save data for approximately the last 21 days \n", "test_data = data[-21*24:]\n", "\n", "# Now remove the test data from the data set \n", "data = data[:-21*24]\n", "\n", "# Separate the data into features and targets\n", "target_fields = ['cnt', 'casual', 'registered']\n", "features, targets = data.drop(target_fields, axis=1), data[target_fields]\n", "test_features, test_targets = test_data.drop(target_fields, axis=1), test_data[target_fields]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We'll split the data into two sets, one for training and one for validating as the network is being trained. Since this is time series data, we'll train on historical data, then try to predict on future data (the validation set)." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Hold out the last 60 days or so of the remaining data as a validation set\n", "train_features, train_targets = features[:-60*24], targets[:-60*24]\n", "val_features, val_targets = features[-60*24:], targets[-60*24:]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Time to Build The Network\n", "\n", "Below you'll build your network. We've built out the structure. You'll implement both the forward pass and backwards pass through the network. You'll also set the hyperparameters: the learning rate, the number of hidden units, and the number of training passes.\n", "\n", "\n", "\n", "The network has two layers, a hidden layer and an output layer. The hidden layer will use the sigmoid function for activations. The output layer has only one node and is used for the regression, the output of the node is the same as the input of the node. That is, the activation function is $f(x)=x$. A function that takes the input signal and generates an output signal, but takes into account the threshold, is called an activation function. We work through each layer of our network calculating the outputs for each neuron. All of the outputs from one layer become inputs to the neurons on the next layer. This process is called *forward propagation*.\n", "\n", "We use the weights to propagate signals forward from the input to the output layers in a neural network. We use the weights to also propagate error backwards from the output back into the network to update our weights. This is called *backpropagation*.\n", "\n", "> **Hint:** You'll need the derivative of the output activation function ($f(x) = x$) for the backpropagation implementation. If you aren't familiar with calculus, this function is equivalent to the equation $y = x$. What is the slope of that equation? That is the derivative of $f(x)$.\n", "\n", "Below, you have these tasks:\n", "1. Implement the sigmoid function to use as the activation function. Set `self.activation_function` in `__init__` to your sigmoid function.\n", "2. Implement the forward pass in the `train` method.\n", "3. Implement the backpropagation algorithm in the `train` method, including calculating the output error.\n", "4. Implement the forward pass in the `run` method.\n", " " ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": true }, "outputs": [], "source": [ "from my_answers import NeuralNetwork" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def MSE(y, Y):\n", " return np.mean((y-Y)**2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Unit Tests\n", "\n", "Run these unit tests to check the correctness of your network implementation. This will help you be sure your network was implemented correctly befor you starting trying to train it. These tests must all be successful to pass the project." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ ".....\n", "----------------------------------------------------------------------\n", "Ran 5 tests in 0.013s\n", "\n", "OK\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import unittest\n", "\n", "inputs = np.array([[0.5, -0.2, 0.1]])\n", "targets = np.array([[0.4]])\n", "\n", "test_w_i_h = np.array([[0.1, -0.2],\n", " [0.4, 0.5],\n", " [-0.3, 0.2]])\n", "\n", "test_w_h_o = np.array([[0.3],\n", " [-0.1]])\n", "\n", "class TestMethods(unittest.TestCase):\n", " \n", " ##########\n", " # Unit tests for data loading\n", " ##########\n", " \n", " def test_data_path(self):\n", " # Test that file path to dataset has been unaltered\n", " self.assertTrue(data_path.lower() == 'data/hour.csv')\n", " \n", " def test_data_loaded(self):\n", " # Test that data frame loaded\n", " self.assertTrue(isinstance(rides, pd.DataFrame))\n", " \n", " ##########\n", " # Unit tests for network functionality\n", " ##########\n", "\n", " def test_activation(self):\n", " network = NeuralNetwork(3, 2, 1, 0.5)\n", " # Test that the activation function is a sigmoid\n", " self.assertTrue(np.all(network.activation_function(0.5) == 1/(1+np.exp(-0.5))))\n", "\n", " def test_train(self):\n", " # Test that weights are updated correctly on training\n", " network = NeuralNetwork(3, 2, 1, 0.5)\n", " network.weights_input_to_hidden = test_w_i_h.copy()\n", " network.weights_hidden_to_output = test_w_h_o.copy()\n", " \n", " network.train(inputs, targets)\n", " self.assertTrue(np.allclose(network.weights_hidden_to_output, \n", " np.array([[ 0.37275328], \n", " [-0.03172939]])))\n", " self.assertTrue(np.allclose(network.weights_input_to_hidden,\n", " np.array([[ 0.10562014, -0.20185996], \n", " [0.39775194, 0.50074398], \n", " [-0.29887597, 0.19962801]])))\n", "\n", " def test_run(self):\n", " # Test correctness of run method\n", " network = NeuralNetwork(3, 2, 1, 0.5)\n", " network.weights_input_to_hidden = test_w_i_h.copy()\n", " network.weights_hidden_to_output = test_w_h_o.copy()\n", "\n", " self.assertTrue(np.allclose(network.run(inputs), 0.09998924))\n", "\n", "suite = unittest.TestLoader().loadTestsFromModule(TestMethods())\n", "unittest.TextTestRunner().run(suite)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Training the Network\n", "\n", "Here you'll set the hyperparameters for the network. The strategy here is to find hyperparameters such that the error on the training set is low, but you're not overfitting to the data. If you train the network too long or have too many hidden nodes, it can become overly specific to the training set and will fail to generalize to the validation set. That is, the loss on the validation set will start increasing as the training set loss drops.\n", "\n", "You'll also be using a method know as Stochastic Gradient Descent (SGD) to train the network. The idea is that for each training pass, you grab a random sample of the data instead of using the whole data set. You use many more training passes than with normal gradient descent, but each pass is much faster. This ends up training the network more efficiently. You'll learn more about SGD later.\n", "\n", "### Choose the Number of Iterations\n", "This is the number of batches of samples from the training data we'll use to train the network. The more iterations you use, the better the model will fit the data. However, this process can have sharply diminishing returns and can waste computational resources if you use too many iterations. You want to find a number here where the network has a low training loss, and the validation loss is at a minimum. The ideal number of iterations would be a level that stops shortly after the validation loss is no longer decreasing.\n", "\n", "### Choose the Learning Rate\n", "This scales the size of weight updates. If this is too big, the weights tend to explode and the network fails to fit the data. Normally a good choice to start at is 0.1; however, if you effectively divide the learning rate by n_records, try starting out with a learning rate of 1. In either case, if the network has problems fitting the data, try reducing the learning rate. Note that the lower the learning rate, the smaller the steps are in the weight updates and the longer it takes for the neural network to converge.\n", "\n", "### Choose the Number of Hidden Nodes\n", "In a model where all the weights are optimized, the more hidden nodes you have, the more accurate the predictions of the model will be. (A fully optimized model could have weights of zero, after all.) However, the more hidden nodes you have, the harder it will be to optimize the weights of the model, and the more likely it will be that suboptimal weights will lead to overfitting. With overfitting, the model will memorize the training data instead of learning the true pattern, and won't generalize well to unseen data. \n", "\n", "Try a few different numbers and see how it affects the performance. You can look at the losses dictionary for a metric of the network performance. If the number of hidden units is too low, then the model won't have enough space to learn and if it is too high there are too many options for the direction that the learning can take. The trick here is to find the right balance in number of hidden units you choose. You'll generally find that the best number of hidden nodes to use ends up being between the number of input and output nodes." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Progress: 100.0% ... Training loss: 0.064 ... Validation loss: 0.160" ] } ], "source": [ "import sys\n", "\n", "####################\n", "### Set the hyperparameters in your myanswers.py file\n", "####################\n", "\n", "from my_answers import iterations, learning_rate, hidden_nodes, output_nodes\n", "\n", "N_i = train_features.shape[1]\n", "network = NeuralNetwork(N_i, hidden_nodes, output_nodes, learning_rate)\n", "\n", "losses = {'train':[], 'validation':[]}\n", "for ii in range(iterations):\n", " # Go through a random batch of 128 records from the training data set\n", " batch = np.random.choice(train_features.index, size=128)\n", " X, y = train_features.ix[batch].values, train_targets.ix[batch]['cnt']\n", " \n", " network.train(X, y)\n", " \n", " # Printing out the training progress\n", " train_loss = MSE(network.run(train_features).T, train_targets['cnt'].values)\n", " val_loss = MSE(network.run(val_features).T, val_targets['cnt'].values)\n", " sys.stdout.write(\"\\rProgress: {:2.1f}\".format(100 * ii/float(iterations)) \\\n", " + \"% ... Training loss: \" + str(train_loss)[:5] \\\n", " + \" ... Validation loss: \" + str(val_loss)[:5])\n", " sys.stdout.flush()\n", " \n", " losses['train'].append(train_loss)\n", " losses['validation'].append(val_loss)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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/YyX9SdIhSVsltS9FH0MkvShph6TFkn6X1FDS5ZJelXSJMWaItdaGpOJwi6sR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"text/plain": [ "" ] }, "metadata": { "image/png": { "height": 250, "width": 373 } }, "output_type": "display_data" } ], "source": [ "plt.plot(losses['train'], label='Training loss')\n", "plt.plot(losses['validation'], label='Validation loss')\n", "plt.legend()\n", "_ = plt.ylim()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Check Out Your Predictions\n", "\n", "Here, use the test data to view how well your network is modeling the data. If something is completely wrong here, make sure each step in your network is implemented correctly." ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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JhQVOowkhtpkyZQp6e3vR19eHVatWjfRwCBmSMWPGYMqUKSM9jERh0J5FYro2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YwZO7vAVGHxqkx7n6glVR7PNwQa+5UZYJMVQKxK+IGekVDsMw+CEDFn2i2g/YMPH2p9wzvqAT5d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qkvQwCbqBfPT4lsS0DZ97J/Ch/1ueywDw2T9PHeOCObGGndhohvGiYGEeRKnTJR4eMxm+BokR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NJu0ercGn0qXPBHXZdI0m8KnHl7eE4dEYvBaT/XjUszqeOIk/S0k6gx+hR/BOTM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\n1Z7imF+eNjja4mmDoy2e4phfnjY42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"text/plain": [ "" ] }, "metadata": { "image/png": { "height": 272, "width": 502 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(8,4))\n", "\n", "mean, std = scaled_features['cnt']\n", "predictions = network.run(test_features).T*std + mean\n", "ax.plot(predictions[0], label='Prediction')\n", "ax.plot((test_targets['cnt']*std + mean).values, label='Data')\n", "ax.set_xlim(right=len(predictions))\n", "ax.legend()\n", "\n", "dates = pd.to_datetime(rides.ix[test_data.index]['dteday'])\n", "dates = dates.apply(lambda d: d.strftime('%b %d'))\n", "ax.set_xticks(np.arange(len(dates))[12::24])\n", "_ = ax.set_xticklabels(dates[12::24], rotation=45)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Thinking About Your Results\n", " \n", "Answer these questions about your results. How well does the model predict the data? Where does it fail? Why does it fail where it does?\n", "\n", "> **Note:** You can edit the text in this cell by double clicking on it. When you want to render the text, press control + enter\n", "\n", "The model's done a pretty good job of predicting the data for the first 20 days in December. It starts to fail after the 21st. The reason for this trend is likely to be because of the holiday season (approaching Christmas). Hence, people are less likely to commute to work, in which they usually ride bikes. \n", "\n", "The performance of the model can probably be improved if a model is made to learn about the events (which currently act as uncertainty)." ] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [default]", "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": "3.6.0" } }, "nbformat": 4, "nbformat_minor": 2 }