{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Feature engineering on sensor data - how to overcome feature explosion\n", "\n", "The purpose of this notebook is to illustrate how we can overcome the feature explosion problem based on an example dataset involving sensor data.\n", "\n", "\n", "Summary:\n", "\n", "- Prediction type: __Regression__\n", "- Domain: __Robotics__\n", "- Prediction target: __The force vector on the robot's arm__ \n", "- Population size: __15001__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Feature explosion \n", "\n", "### The problem\n", "\n", "The feature explosion problem is one of the most important issues in automated feature engineering. In fact, it is probably the main reason why automated feature engineering is not already the norm in data science projects involving business data.\n", "\n", "To illustrate the problem, consider how data scientists write features for a simple time series problem:\n", "\n", "```sql\n", "SELECT SOME_AGGREGATION(t2.some_column)\n", "FROM some_table t1\n", "LEFT JOIN some_table t2\n", "ON t1.join_key = t2.join_key\n", "WHERE t2.some_other_column >= some_value\n", "AND t2.rowid <= t1.rowid\n", "AND t2.rowid + some_other_value > t1.rowid\n", "GROUP BY t1.rowid;\n", "```\n", "\n", "Think about that for a second. \n", "\n", "Every column that we have can either be aggregated (*some_column*) or it can be used for our conditions (*some_other_column*). That means if we have *n* columns to aggregate, we can potentially build conditions for $n$ other columns. In other words, the computational complexity is $n^2$ in the number of columns.\n", "\n", "Note that this problem occurs regardless of whether you automate feature engineering or you do it by hand. The size of the search space is $n^2$ in the number of columns in either case, unless you can rule something out a-priori.\n", "\n", "This problem is known as _feature explosion_." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### __The solution__\n", "\n", "So when we have relational data or time series with many columns, what do we do? The answer is to write different features. Specifically, suppose we had features like this:\n", "\n", "```sql\n", "SELECT SOME_AGGREGATION(\n", " CASE \n", " WHEN t2.some_column > some_value THEN weight1\n", " WHEN t2.some_column <= some_value THEN weight2\n", " END\n", ")\n", "FROM some_table t1\n", "LEFT JOIN some_table t2\n", "ON t1.join_key = t2.join_key\n", "WHERE t2.rowid <= t1.rowid\n", "AND t2.rowid + some_other_value > t1.rowid\n", "GROUP BY t1.rowid;\n", "```\n", "\n", "*weight1* and *weight2* are learnable weights. An algorithm that generates features like this can only use columns for conditions, it is not allowed to aggregate columns – and it doesn't need to do so.\n", "\n", "That means the computational complexity is linear instead of quadratic. For data sets with a large number of columns this can make all the difference in the world. For instance, if you have 100 columns the size of the search space of the second approach is only 1% of the size of the search space of the first one.\n", "\n", "getML features an algorithm called *relboost*, which generates features according to this principle and is therefore very suitable for data sets with many columns." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## The data set\n", "\n", "To illustrate the problem, we use a data set related to robotics. When robots interact with humans, the most important think is that they don't hurt people. In order to prevent such accidents, the *force vector* on the robot's arm is measured. However, measuring the force vector is expensive.\n", "\n", "Therefore, we want consider an alternative approach. We would like to predict the force vector based on other sensor data that are less costly to measure. To do so, we use *machine learning*.\n", "\n", "However, the data set contains measurements from almost 100 different sensors and we do not know which and how many sensors are relevant for predicting the force vector.\n", "\n", "The data set has been generously provided by Erik Berger who originally collected it for his dissertation:\n", "\n", "> Berger, E. (2018). *Behavior-Specific Proprioception Models for Robotic Force Estimation: A Machine Learning Approach.* Freiberg, Germany: Technische Universitaet Bergakademie Freiberg." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Loading data\n", "\n", "We begin by importing the libraries and setting the project." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "getML engine is already running.\n", "\n", "Connected to project 'robot'\n" ] } ], "source": [ "import datetime\n", "import os\n", "from pathlib import Path\n", "from urllib import request\n", "\n", "import pandas as pd\n", "import numpy as np\n", "import getml\n", "import getml.data as data\n", "import getml.database as database\n", "import getml.engine as engine\n", "import getml.feature_learning.aggregations as agg\n", "import getml.data.roles as roles\n", "\n", "from IPython.display import Image\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline \n", " \n", "getml.engine.launch(home_directory=Path.home(), allow_remote_ips=True, token='token')\n", "getml.engine.set_project('robot')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1.1 Download from source\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading robot-demo.csv...\n", " 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n" ] } ], "source": [ "data_all = getml.data.DataFrame.from_csv(\n", " \"https://static.getml.com/datasets/robotarm/robot-demo.csv\", \n", " \"data_all\"\n", ")" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " 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14998\n", " 3.0833\n", " \n", " -0.8844\n", " \n", " 1.4508\n", " \n", " -2.208\n", " \n", " -1.5598\n", " \n", " -5.3256\n", " \n", " -0.02676\n", " \n", " -0.04565\n", " \n", " 0.04019\n", " \n", " 0.1258\n", " \n", " -0.04431\n", " \n", " 0.05695\n", " \n", " 0.2969\n", " \n", " 0.5065\n", " \n", " -0.4459\n", " \n", " -1.3963\n", " \n", " 0.4916\n", " \n", " -0.6319\n", " \n", " -0.3659\n", " \n", " -4.1797\n", " \n", " -1.1901\n", " \n", " -0.09922\n", " \n", " -0.1555\n", " \n", " 0.1881\n", " \n", " 1.1579\n", " \n", " -42.924\n", " \n", " -19.023\n", " \n", " -2.6321\n", " \n", " 0.154\n", " \n", " -0.1338\n", " \n", " 3.0831\n", " \n", " -0.8844\n", " \n", " 1.451\n", " \n", " -2.2078\n", " \n", " -1.56\n", " \n", " -5.3253\n", " \n", " -0.02776\n", " \n", " -0.04382\n", " \n", " 0.03652\n", " \n", " 0.1295\n", " \n", " -0.05064\n", " \n", " 0.04818\n", " \n", " -0.343\n", " \n", " -6.2569\n", " \n", " -2.1566\n", " \n", " -0.3035\n", " \n", " 0.00305\n", " \n", " 0.1434\n", " \n", " -0.3385\n", " \n", " -6.2322\n", " \n", " -2.1589\n", " \n", " -0.302\n", " \n", " -0.00915\n", " \n", " 0.1571\n", " \n", " 0.7111\n", " \n", " 0.06912\n", " \n", " 0.06039\n", " \n", " -0.849\n", " \n", " 2.9544\n", " \n", " -0.0337\n", " \n", " -0.02911\n", " \n", " -0.02589\n", " \n", " 0.001292\n", " \n", " -0.04046\n", " \n", " 0.1246\n", " \n", " -0.08058\n", " \n", " 4.2749\n", " \n", " 1.0128\n", " \n", " -36.412\n", " \n", " -1.2811\n", " \n", " -0.4296\n", " \n", " -1.1013\n", " \n", " 0.7112\n", " \n", " 0.06928\n", " \n", " 0.06046\n", " \n", " -0.8495\n", " \n", " 2.9538\n", " \n", " -0.03362\n", " \n", " -0.02984\n", " \n", " -0.02417\n", " \n", " 0.001364\n", " \n", " -0.03362\n", " \n", " 0.1224\n", " \n", " -0.08786\n", " \n", " 48.009\n", " \n", " 48.009\n", " \n", " 0.931\n", " \n", " 47.818\n", " \n", " 47.834\n", " \n", " 47.818\n", " \n", " 47.803\n", " \n", " 47.94\n", " \n", " 47.94\n", " \n", " 10.89\n", " \n", " -1.74\n", " \n", " 15.55\n", "
14999\n", " 3.0831\n", " \n", " -0.8847\n", " \n", " 1.4511\n", " \n", " -2.2071\n", " \n", " -1.5602\n", " \n", " -5.3251\n", " \n", " -0.02438\n", " \n", " -0.0416\n", " \n", " 0.03662\n", " \n", " 0.1147\n", " \n", " -0.04038\n", " \n", " 0.0519\n", " \n", " 0.2969\n", " \n", " 0.5065\n", " \n", " -0.4459\n", " \n", " -1.3963\n", " \n", " 0.4916\n", " \n", " -0.6319\n", " \n", " -0.3642\n", " \n", " -4.1758\n", " \n", " -1.1928\n", " \n", " -0.1016\n", " \n", " -0.1548\n", " \n", " 0.1873\n", " \n", " 1.1568\n", " \n", " -42.912\n", " \n", " -19.023\n", " \n", " -2.6311\n", " \n", " 0.1535\n", " \n", " -0.1338\n", " \n", " 3.0829\n", " \n", " -0.8848\n", " \n", " 1.4513\n", " \n", " -2.2068\n", " \n", " -1.5604\n", " \n", " -5.3249\n", " \n", " -0.02149\n", " \n", " -0.04059\n", " \n", " 0.03417\n", " \n", " 0.1202\n", " \n", " -0.0395\n", " \n", " 0.04178\n", " \n", " -0.4237\n", " \n", " -6.2703\n", " \n", " -2.0939\n", " \n", " -0.302\n", " \n", " -0.01372\n", " \n", " 0.1739\n", " \n", " -0.4125\n", " \n", " -6.2569\n", " \n", " -2.0916\n", " \n", " -0.2943\n", " \n", " -0.02898\n", " \n", " 0.1891\n", " \n", " 0.7109\n", " \n", " 0.06894\n", " \n", " 0.06039\n", " \n", " -0.8484\n", " \n", " 2.9557\n", " \n", " -0.03384\n", " \n", " -0.02738\n", " \n", " -0.01982\n", " \n", " 0.001031\n", " \n", " -0.03028\n", " \n", " 0.1157\n", " \n", " -0.06702\n", " \n", " 11.518\n", " \n", " 1.5002\n", " \n", " -39.314\n", " \n", " -1.8671\n", " \n", " -0.3734\n", " \n", " -0.5733\n", " \n", " 0.7109\n", " \n", " 0.06909\n", " \n", " 0.06047\n", " \n", " -0.8488\n", " \n", " 2.955\n", " \n", " -0.03364\n", " \n", " -0.02721\n", " \n", " -0.02201\n", " \n", " 0.001255\n", " \n", " -0.03067\n", " \n", " 0.1115\n", " \n", " -0.08003\n", " \n", " 48.009\n", " \n", " 48.009\n", " \n", " 0.931\n", " \n", " 47.818\n", " \n", " 47.834\n", " \n", " 47.818\n", " \n", " 47.803\n", " \n", " 47.94\n", " \n", " 47.94\n", " \n", " 11.29\n", " \n", " -1.4601\n", " \n", " 15.743\n", "
15000\n", " 3.0829\n", " \n", " -0.885\n", " \n", " 1.4514\n", " \n", " -2.2062\n", " \n", " -1.5605\n", " \n", " -5.3247\n", " \n", " -0.02201\n", " \n", " -0.03755\n", " \n", " 0.03305\n", " \n", " 0.1035\n", " \n", " -0.03645\n", " \n", " 0.04684\n", " \n", " 0.2969\n", " \n", " 0.5065\n", " \n", " -0.4459\n", " \n", " -1.3963\n", " \n", " 0.4916\n", " \n", " -0.6319\n", " \n", " -0.3624\n", " \n", " -4.172\n", " \n", " -1.1955\n", " \n", " -0.1041\n", " \n", " -0.1542\n", " \n", " 0.1864\n", " \n", " 1.1558\n", " \n", " -42.901\n", " \n", " -19.023\n", " \n", " -2.6302\n", " \n", " 0.1531\n", " \n", " -0.1338\n", " \n", " 3.0827\n", " \n", " -0.8851\n", " \n", " 1.4516\n", " \n", " -2.2059\n", " \n", " -1.5607\n", " \n", " -5.3246\n", " \n", " -0.02096\n", " \n", " -0.03808\n", " \n", " 0.02958\n", " \n", " 0.1171\n", " \n", " -0.03289\n", " \n", " 0.03883\n", " \n", " -0.417\n", " \n", " -6.2434\n", " \n", " -2.058\n", " \n", " -0.4102\n", " \n", " -0.04728\n", " \n", " 0.1967\n", " \n", " -0.4237\n", " \n", " -6.2367\n", " \n", " -2.0714\n", " \n", " -0.4163\n", " \n", " -0.0671\n", " \n", " 0.2059\n", " \n", " 0.7107\n", " \n", " 0.06878\n", " \n", " 0.06041\n", " \n", " -0.8478\n", " \n", " 2.9567\n", " \n", " -0.03382\n", " \n", " -0.02535\n", " \n", " -0.01854\n", " \n", " 0.001614\n", " \n", " -0.02421\n", " \n", " 0.11\n", " \n", " -0.06304\n", " \n", " 15.099\n", " \n", " 2.936\n", " \n", " -39.068\n", " \n", " -1.9402\n", " \n", " 0.139\n", " \n", " -0.2674\n", " \n", " 0.7107\n", " \n", " 0.06893\n", " \n", " 0.06048\n", " \n", " -0.8482\n", " \n", " 2.9561\n", " \n", " -0.03367\n", " \n", " -0.02458\n", " \n", " -0.01986\n", " \n", " 0.001142\n", " \n", " -0.0277\n", " \n", " 0.1007\n", " \n", " -0.07221\n", " \n", " 48.009\n", " \n", " 48.069\n", " \n", " 0.8952\n", " \n", " 47.818\n", " \n", " 47.834\n", " \n", " 47.818\n", " \n", " 47.803\n", " \n", " 47.94\n", " \n", " 47.955\n", " \n", " 11.69\n", " \n", " -1.1801\n", " \n", " 15.937\n", "
\n", "\n", "

\n", " 15001 rows x 96 columns
\n", " memory usage: 11.52 MB
\n", " name: data_all
\n", " type: getml.DataFrame
\n", " \n", "

\n" ], "text/plain": [ " name 3 4 5 6 ... 105 106 f_x\n", " role unused_float unused_float unused_float unused_float ... unused_float unused_float unused_float\n", " 0 3.4098 -0.3274 0.9604 -3.7436 ... 47.955 47.971 -11.03 \n", " 1 3.4098 -0.3274 0.9604 -3.7436 ... 47.955 47.971 -10.848\n", " 2 3.4098 -0.3274 0.9604 -3.7436 ... 47.955 47.971 -10.666\n", " 3 3.4098 -0.3274 0.9604 -3.7436 ... 47.955 47.971 -10.507\n", " 4 3.4098 -0.3274 0.9604 -3.7436 ... 47.955 47.971 -10.413\n", " ... ... ... ... ... ... ... \n", "14996 3.0837 -0.8836 1.4501 -2.2102 ... 47.94 47.94 10.84 \n", "14997 3.0835 -0.884 1.4505 -2.2091 ... 47.94 47.94 10.857\n", "14998 3.0833 -0.8844 1.4508 -2.208 ... 47.94 47.94 10.89 \n", "14999 3.0831 -0.8847 1.4511 -2.2071 ... 47.94 47.94 11.29 \n", "15000 3.0829 -0.885 1.4514 -2.2062 ... 47.94 47.955 11.69 \n", "\n", " name f_y f_z\n", " role unused_float unused_float\n", " 0 6.9 -7.33 \n", " 1 6.7218 -7.4427\n", " 2 6.5436 -7.5555\n", " 3 6.4533 -7.65 \n", " 4 6.6267 -7.69 \n", " ... ... \n", "14996 -1.41 16.14 \n", "14997 -1.52 15.943 \n", "14998 -1.74 15.55 \n", "14999 -1.4601 15.743 \n", "15000 -1.1801 15.937 \n", "\n", "\n", "15001 rows x 96 columns\n", "memory usage: 11.52 MB\n", "type: getml.DataFrame" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_all" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1.2 Prepare data for getML\n", "\n", "The force vector consists of three component (*f_x*, *f_y* and *f_z*), meaning that we have three targets." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "data_all.set_role([\"f_x\", \"f_y\", \"f_z\"], getml.data.roles.target)\n", "data_all.set_role(data_all.roles.unused, getml.data.roles.numerical)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is what the data set looks like:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { 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data_allpopulationrowid <= rowidMemory: 30 time steps
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staging
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" ], "text/plain": [ "data model\n", "\n", " population:\n", " columns:\n", " - 3: numerical\n", " - 4: numerical\n", " - 5: numerical\n", " - 6: numerical\n", " - 7: numerical\n", " - ...\n", "\n", " joins:\n", " - right: 'data_all'\n", " time_stamps: (population.rowid, data_all.rowid)\n", " relationship: 'many-to-many'\n", " memory: 30\n", " lagged_targets: False\n", "\n", " data_all:\n", " columns:\n", " - 3: numerical\n", " - 4: numerical\n", " - 5: numerical\n", " - 6: numerical\n", " - 7: numerical\n", " - ...\n", "\n", "\n", "container\n", "\n", " population\n", " subset name rows type\n", " 0 test data_all 4501 View\n", " 1 train data_all 10500 View\n", "\n", " peripheral\n", " name rows type\n", " 0 data_all 15001 View" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_series = getml.data.TimeSeries(\n", " population=data_all,\n", " split=split,\n", " time_stamps=\"rowid\",\n", " lagged_targets=False,\n", " memory=30,\n", ")\n", "\n", "time_series" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Predictive modeling\n", "\n", "### 2.1 Building the pipeline\n", "\n", "We then build a pipeline based on the *relboost* algorithm with *xgboost* as our predictor." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "relboost = getml.feature_learning.Relboost(\n", " loss_function=getml.feature_learning.loss_functions.SquareLoss,\n", " num_features=10,\n", ")\n", "\n", "xgboost = getml.predictors.XGBoostRegressor()\n", "\n", "pipe1 = getml.pipeline.Pipeline(\n", " data_model=time_series.data_model,\n", " feature_learners=[relboost],\n", " predictors=xgboost\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is always a good idea to check the pipeline for any potential issues." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Checking data model...\n", "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Checking... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "\n", "OK.\n" ] } ], "source": [ "pipe1.check(time_series.train)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.2 Fitting the pipeline" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Checking data model...\n", "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "\n", "OK.\n", "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Relboost: Training features... 100% |██████████| [elapsed: 00:28, remaining: 00:00] \n", "Relboost: Training features... 100% |██████████| [elapsed: 00:28, remaining: 00:00] \n", "Relboost: Training features... 100% |██████████| [elapsed: 00:27, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:05, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:05, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:05, remaining: 00:00] \n", "XGBoost: Training as predictor... 100% |██████████| [elapsed: 00:03, remaining: 00:00] \n", "XGBoost: Training as predictor... 100% |██████████| [elapsed: 00:03, remaining: 00:00] \n", "XGBoost: Training as predictor... 100% |██████████| [elapsed: 00:03, remaining: 00:00] \n", "\n", "Trained pipeline.\n", "Time taken: 0h:1m:46.779085\n", "\n" ] }, { "data": { "text/html": [ "
Pipeline(data_model='population',\n",
       "         feature_learners=['Relboost'],\n",
       "         feature_selectors=[],\n",
       "         include_categorical=False,\n",
       "         loss_function='SquareLoss',\n",
       "         peripheral=['data_all'],\n",
       "         predictors=['XGBoostRegressor'],\n",
       "         preprocessors=[],\n",
       "         share_selected_features=0.5,\n",
       "         tags=['container-t4e4hB'])
" ], "text/plain": [ "Pipeline(data_model='population',\n", " feature_learners=['Relboost'],\n", " feature_selectors=[],\n", " include_categorical=False,\n", " loss_function='SquareLoss',\n", " peripheral=['data_all'],\n", " predictors=['XGBoostRegressor'],\n", " preprocessors=[],\n", " share_selected_features=0.5,\n", " tags=['container-t4e4hB'])" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipe1.fit(time_series.train)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.3 Evaluating the pipeline" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Preprocessing... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:02, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:02, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:02, remaining: 00:00] \n", "\n" ] }, { "data": { "text/html": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
date time set usedtarget mae rmsersquared
02024-02-21 15:09:11trainf_x0.44490.58520.9962
12024-02-21 15:09:11trainf_y0.51590.68130.9893
22024-02-21 15:09:11trainf_z0.2750.35760.9988
32024-02-21 15:09:17testf_x0.56810.73740.9949
42024-02-21 15:09:17testf_y0.56540.75160.9871
52024-02-21 15:09:17testf_z0.29570.38450.9986
" ], "text/plain": [ " date time set used target mae rmse rsquared\n", "0 2024-02-21 15:09:11 train f_x 0.4449 0.5852 0.9962\n", "1 2024-02-21 15:09:11 train f_y 0.5159 0.6813 0.9893\n", "2 2024-02-21 15:09:11 train f_z 0.275 0.3576 0.9988\n", "3 2024-02-21 15:09:17 test f_x 0.5681 0.7374 0.9949\n", "4 2024-02-21 15:09:17 test f_y 0.5654 0.7516 0.9871\n", "5 2024-02-21 15:09:17 test f_z 0.2957 0.3845 0.9986" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipe1.score(time_series.test)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.4 Feature importances\n", "\n", "It is always a good idea to study the features the relational learning algorithm has extracted.\n", "\n", "The feature importance is calculated by xgboost based on the improvement of the optimizing criterium at each split in the decision tree and is normalized to 100%.\n", "\n", "Also note that we have three different target (*f_x*, *f_y* and *f_z*) and that different features are relevant for different targets." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "names, importances = pipe1.features.importances(target_num=0)\n", "\n", "plt.bar(names[0:30], importances[0:30])\n", "\n", "plt.title(\"feature importances for the x-component\", size=20)\n", "plt.grid(True)\n", "plt.xlabel(\"features\")\n", "plt.ylabel(\"importance\")\n", "plt.xticks(rotation='vertical')\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "names, importances = pipe1.features.importances(target_num=1)\n", "\n", "plt.bar(names[0:30], importances[0:30])\n", "\n", "plt.title(\"feature importances for the y-component\", size=20)\n", "plt.grid(True)\n", "plt.xlabel(\"features\")\n", "plt.ylabel(\"importance\")\n", "plt.xticks(rotation='vertical')\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "names, importances = pipe1.features.importances(target_num=2)\n", "\n", "plt.bar(names[0:30], importances[0:30])\n", "\n", "plt.title(\"feature importances for the z-component\", size=20)\n", "plt.grid(True)\n", "plt.xlabel(\"features\")\n", "plt.ylabel(\"importance\")\n", "plt.xticks(rotation='vertical')\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.5 Column importances\n", "\n", "Because getML is a tool for relational learning, we can also calculate the importances for the original columns, using similar methods we have used for the feature importances." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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ZsiTbbrvtsojIvva1r9U7puZrsv7669d75c+LL76YO3l54IEH1pn/0Ucf5Z6n8vLyel/7aq+88kqdacOHD88iPr1apmZJUdPs2bNzV2389Kc/rTXv7LPPziI+vcKpsSsflixZ0ujVFY2p+an5hhx66KG55/K6666rM//jjz/O9thjj9yYu+++u86Y6uNLdRnw8ssvNylvtdW9J2uq+Z4pLS2td/w777yTdenSpdHjTfWJ5x122KHBAuif//xnrgi79tpr1/RhZVmWZVVVVbkCvlWrVtmMGTNy8w4++OBcuXXvvfc2af3VTjvttNzzctJJJ2VVVVX1jquoqKiz/9U8nh177LH1Llvz6rX6Coaar0tZWVn22GOP1RlT82/fRhtt1ODx9aqrrsqNu+222+rMX/WqivquwKusrMyGDh2aG3PXXXfVGVNdvLRs2TKbPHlynfnvvvtuts022+SOvfUdd/Lxd+vZZ5/NXaFy7rnn1vv8r1y5Mnf1Sbt27bJ333231vxVr1g7//zz66yjqqoq22effXL7Yn1/s1b3/wQAQHHylx0AKLiVK1fmPhXfvXv3NfpUeZZluas7SktL6z15W22vvfbKnfxYtGhRrXnrulQpLy/P3nnnnXrH1PyUeY8ePRr8JOs555yTG7fqp/izrPbJqaeeeqredVRVVeVOjA8bNqzRx9aQNSlVGrqqZvny5bkT+BGR/fOf/6x33Pz58xv9dHHN53///fdvMPPjjz9e64RpTbfeemtu3oQJExpcR80TexdccEGd+dXzWrRosdqiZE1KlRR///vfc+ur79P6NV+T//f//l+D6zniiCOyiE+v8FrVb37zm9w6LrvssjXKt2DBgqxly5ZZRGR33HFHo2PPOOOMXNlQ06hRo3In8T8rqytVXnvttdzj+MY3vtHgehYsWJC7SmPfffetM79mqfL73/9+rXM3tVQZPXp0g+POPPPMXGGx6vHmoYceyq3j6aefbnR71VcV7rTTTsmPZ1WvvfZatuGGG2YR/7vS47e//W0uQ0NXoKV67733cldJDRw4sMGvWGxI9ZU9G220UbZ06dJ6x1RWVmZbb711FvHpVxquWrrWfF3+7//+r8Ft1TzOpxxfTzvttDrzax5/tttuuwYLpP/+97+5smK//farNa/mMfUHP/hBg3kffvjh3LgTTzyx0cfT1L9bxx9/fBYR2aBBgxp8LFn26etc/XVyq5Z8Nd9DAwcObHA999xzT27cP/7xjzrzlSoA8PnkRvUAQMHNnTs3Xn311YiIGDVqVLRr1y552U8++SSmTZsWERH77LNP9OjRo8Gxo0aNyi1T3w3V16W99947OnXqVO+87bffPvfzwQcfHKWlpasdt2DBgga31b9//9huu+3qnVdSUhI77LBDRESjN37Oh5KSkjjssMPqnbfeeuvFFltsERERHTt2jKFDh9Y7rlevXtG+ffuIWH3emjd/X9XgwYNj2223jYiI+++/v9a86t9LSkri+OOPb3Ad3/72t2P99devdx017bzzzrkbwn8Wli1bFgsXLoxnn302nnnmmXjmmWdq7TNPPfVUg8uWlJTE8OHDG5w/cODAiIh49913Y8mSJbXmVd98vW3btrn3Vqq77rorVq5cGeXl5fHNb36z0bG77rprREQsWrQoXnnlldz0TTfdNCIinnvuuXjiiSfWaPv58uCDD+Zu3P2d73ynwXE9e/aMvffeu84yq2rdunV8+9vfzn/QREcddVSD86r3hSzL6hxvbr/99oiI2GqrraJ///6NbqP69XzyySebfNP6rl27xsSJEyMi4j//+U8MHz48fvjDH0ZERL9+/WLChAlNWm+1Bx54IHfz+VNPPTVatmyZvOyiRYvi+eefj4iIww47LHe8WlWrVq1yx6j33nsvZs+e3eA6jzjiiAbnVR/bS0pK4vDDD693TM3j6+qOmyNGjIiSkpJ653Xv3j322WefiKi7H9c8Bjb2Xth5552jb9++dZZZ1dr83brjjjsiIuKQQw5p8LFERGywwQa5/XXGjBkNjhs+fHiD66l+XzSUBQD4fFKqAAAFN2fOnNzPu+yyyxotO3/+/NzJryFDhjQ6tub8Z555Zo22k29bbrllg/M22GCDNR73wQcfNDhu6623bjRLdbnT2DryoXPnzg0WSRH/ezx9+vRZ7YmwiNXn/cpXvtLo/MGDB0dExL///e9YsWJFbnr1vtGrV6/YaKONGly+devWuRN7je1PDZ0YXBtvv/12/PSnP42tttoq2rdvH7169Yp+/fpF//79o3///rHffvvVGtuQzp07x4Ybbtjg/Jqv16rPd/X7duDAgVFeXr5G+WfOnBkREcuXL49WrVpFSUlJg//233//3HJvvPFG7ucjjzwySktLo6KiInbeeec44IAD4pprrolnnnkmsixbozxNVfN1Tz3+LF++vMGTr1tssUW0adMmfwHXUGPHisb2herX84UXXmj0tSwpKYmTTz45IiIqKyvj3XffbXLWYcOG5U7e33HHHfHhhx9GWVlZ3HzzzVFWVlbvMgsWLMgVj6v+W7x4cW7c2vxNaso+sepyq0r5O9C5c+fo2LHjasfl67i5bNmyWvtxdf7WrVvHgAEDGl1H9eN+8cUXax17a2rq362XX3453nrrrYiIGDNmzGr3x+p9t+axZU2yNPa+AAA+v5QqAEDB1TzpW/3p81Q1T8ptvPHGjY7dZJNN6l2uEBo7Cd2iRYs1HtfQJ99Xt46a62lsHfmQmiNfeVe3P3Tp0iUiPv3k/XvvvZebXr1vrG75iP/tU43tT42d6GyKWbNmxdZbbx3jx4+Pf//736stED766KMG56U+1xF1n+/q9+2avmcjotYJ7DVRXaBGfHqi849//GN07NgxPvnkk7jzzjvjhBNOiP79+8fGG28cxxxzTEyfPr1J20mV7+NPvveVNdXU400+Xs+muPTSS2td2XjOOec0WmKOHDkyVzyu+u/qq6/OjWtuf5NSXpd1fdyMqJ25+udOnTpFq1atGl1H9eNe9dhbU1Mfz2exL+bj7zAA8PnS+P/tAAAUkcaubuCLZ233h3ztT2vy1UGrs2LFijjssMPinXfeidLS0jjllFPiW9/6Vmy55ZbRsWPH3Cf058+fH5tvvnlExDq7amNNVJ987Ny5c0ydOjV5uV69etX6/ZBDDom99torbr311pg8eXJMnz493nrrrXj77bfjpptuiptuuilGjBgR119/fa2Tn5+FfOwv+dxX1qXq13P77bePm266KXm5bt26rdV2b7jhhvjwww9zv99///25qxOag+aSY000l+NmU9UsNs4555zkr9Nr27btZxUJAPgcUqoAAAXXuXPn3M+vv/76ar/2o6aaX73x5ptvNjq25td7NPY1VPWpPiFbVVXV6Lhly5at0Xr57Lz55puN3mOnen8pKSmpdYVA9b6xuv0p4n/71JruT031wAMP5L5y5+qrr47vfve79Y5bF1dide7cOV599dV4/fXX13jZ6q8c++CDD6Jv375rVSasv/768b3vfS++973vRUTE888/H//4xz/iiiuuiEWLFsXvfve72GGHHXL33MinVY8/je1va3P8ae6qX88PP/ww+vXrt062+dxzz8X//d//RUREhw4dYunSpTF16tS4+OKL4/TTT693mdR7aa36N2nVMq8x6+pv0mflzTffbPTrxmo+ppqZq39+55134pNPPmn0apXqx73qsTcfan6dYWlp6TrbHwGALxZf/wUAFNyXv/zl3M8PPfTQGi3bu3fv3FdzPP74442OrXkz6zU90VJ9s+GGvqqk2r///e81Wi+fnSeffDJp/hZbbBGtW7fOTa/eNxYsWJD7bv76VFZW5u69sLYn7lI/3f3ss8/mfm7optQR/7vHxWep+n07c+bMNf4ap+p70VRUVOQ9a9++fePMM8+Mxx57LPfp8z/96U953Ua1mq976vGnvLw8evfu/ZnkqbaurxaoedPwxu5NkS8rVqyIo446Kj7++OMoLy+PGTNm5O7TcdZZZ8XTTz+9Vutfm79JTdknVl2ukFKPm6vux9X5V6xYEXPnzm10HdWPe9Vjbz707t071l9//YiIeOSRR/K67qYo9JU7AMBnQ6kCABTc9ttvn/uE93XXXVfr61xWp1WrVrHbbrtFRMR9990Xr776aoNjr7vuutwyu++++xplrP6k8r///e8Gb0b79ttvx3333bdG6+Wz87vf/a7BeU8++WTuxsp77bVXrXnVv2dZFjfccEOD6/jLX/4S77//fr3rWFM1b05eUVHR4LhPPvkk93NDV0VVVVXFxIkT1ypPigMOOCAiPr0XwbXXXrvGy1afbLzsssvyHS0iInr06JH7xH3Ne2Tk0+677567yub6669vcNwrr7ySOzbUXOazkro/5cuBBx4YEZ++Zy6//PLPfHtnnXVW7sT9pZdeGttss03cdNNN0a5du6ioqIijjjpqrR73HnvskSvkrrjiijW6V0bXrl2jb9++EfFpmdfQ37OVK1fGjTfeGBGf3kunZpFTSH/4wx8a/MrA1157Le69996IqLsf1zwGNvZemDFjRjz33HN1lsmXli1bxr777hsREffee288//zzed/GmljX70UAYN1QqgAABdeiRYv4yU9+EhERr776ahx77LGxYsWKesdWVVXFokWLak076aSTIuLTT8h+5zvficrKyjrLXX/99bmTQQcffPAa33y4urhZsWJFXHHFFXXmV1ZWxne/+91GbwrOunX77bfXe4XChx9+GN///vcj4tN9r/rnagcddFB07do1IiJ+8YtfxLx58+qs47///W/uK4bKy8tj5MiRa5W15v74n//8p8FxW2yxRe7n6hOyqxozZkzMnj17rfKkOProo3P3xPjZz34W06ZNa3DsqmXnVlttlbvXwS233BKXXHJJo9tasGBB/PGPf6w17e9//3ssWbKkwWX++9//xr/+9a+IqHsvlnzp2rVrDBs2LCIi/vnPf9Zb5K1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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "names, importances = pipe1.columns.importances(target_num=0)\n", "\n", "plt.bar(names[0:30], importances[0:30])\n", "\n", "plt.title(\"column importances for the x-component\", size=20)\n", "plt.grid(True)\n", "plt.xlabel(\"column\")\n", "plt.ylabel(\"importance\")\n", "plt.xticks(rotation='vertical')\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "names, importances = pipe1.columns.importances(target_num=1)\n", "\n", "plt.bar(names[0:30], importances[0:30])\n", "\n", "plt.title(\"column importances for the y-component\", size=20)\n", "plt.grid(True)\n", "plt.xlabel(\"column\")\n", "plt.ylabel(\"importance\")\n", "plt.xticks(rotation='vertical')\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "names, importances = pipe1.columns.importances(target_num=2)\n", "\n", "plt.bar(names[0:30], importances[0:30])\n", "\n", "plt.title(\"column importances for the z-component\", size=20)\n", "plt.grid(True)\n", "plt.xlabel(\"column\")\n", "plt.ylabel(\"importance\")\n", "plt.xticks(rotation='vertical')\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.6 Column selection\n", "\n", "When we study the plots for the *column importances* we find that there are some good news. We actually don't need that many columns. About 80% of the columns contain very little predictive value.\n", "\n", "This means that we can also apply other algorithms that are not as scalable as *relboost*. All we have to do is to select the most relevant columns:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `.select(...)` returns a new column, in which the unimportant columns have been dropped:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "time_series2 = pipe1.columns.select(time_series, share_selected_columns=0.35)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/html": [ "data model\n", "
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" ], "text/plain": [ "data model\n", "\n", " population:\n", " columns:\n", " - 3: numerical\n", " - 4: numerical\n", " - 5: numerical\n", " - 6: numerical\n", " - 7: numerical\n", " - ...\n", "\n", " joins:\n", " - right: 'data_all'\n", " time_stamps: (population.rowid, data_all.rowid)\n", " relationship: 'many-to-many'\n", " memory: 30\n", " lagged_targets: False\n", "\n", " data_all:\n", " columns:\n", " - 3: numerical\n", " - 4: numerical\n", " - 5: numerical\n", " - 6: numerical\n", " - 7: numerical\n", " - ...\n", "\n", "\n", "container\n", "\n", " population\n", " subset name rows type\n", " 0 train data_all 10500 View\n", " 1 test data_all 4501 View\n", "\n", " peripheral\n", " name rows type\n", " 0 data_all 15001 View" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_series2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.7 Fitting a second pipeline\n", "\n", "The *multirel* algorithm does scale well do data sets with many columns. As we have discussed in the introduction, its computational complexity is $n^2$ in the number of columns. But now, we only use 35% of the original columns, meaning that it is fine to use multirel." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "multirel = getml.feature_learning.Multirel(\n", " loss_function=getml.feature_learning.loss_functions.SquareLoss,\n", " num_features=10,\n", ")\n", "\n", "relboost = getml.feature_learning.Relboost(\n", " loss_function=getml.feature_learning.loss_functions.SquareLoss,\n", " num_features=10,\n", ")\n", "\n", "xgboost = getml.predictors.XGBoostRegressor(n_jobs=7)\n", "\n", "pipe2 = getml.pipeline.Pipeline(\n", " data_model=time_series2.data_model,\n", " feature_learners=[multirel, relboost],\n", " predictors=xgboost\n", ")" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Checking data model...\n", "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Checking... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "\n", "The pipeline check generated 1 issues labeled INFO and 0 issues labeled WARNING.\n" ] }, { "data": { "text/html": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
typelabel message
0INFOMIGHT TAKE LONGDATA_ALL__STAGING_TABLE_2 contains 27 categorical and numerical columns. Please note that columns created by the preprocessors are also part of this count. The multirel algorithm does not scale very well to data frames with many columns. This pipeline might take a very long time to fit. You should consider removing some columns or preprocessors. You could use a column selection to pick the right columns. You could also replace Multirel with Relboost or Fastboost. Both algorithms have been designed to scale well to data frames with many columns.
" ], "text/plain": [ " type label message \n", "0 INFO MIGHT TAKE LONG DATA_ALL__STAGING_TABLE_2 contai..." ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipe2.check(time_series2.train)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Checking data model...\n", "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "\n", "The pipeline check generated 1 issues labeled INFO and 0 issues labeled WARNING.\n", "To see the issues in full, run .check() on the pipeline.\n", "\n", "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Multirel: Training features... 100% |██████████| [elapsed: 00:09, remaining: 00:00] \n", "Relboost: Training features... 100% |██████████| [elapsed: 00:08, remaining: 00:00] \n", "Relboost: Training features... 100% |██████████| [elapsed: 00:09, remaining: 00:00] \n", "Relboost: Training features... 100% |██████████| [elapsed: 00:09, remaining: 00:00] \n", "Multirel: Building features... 100% |██████████| [elapsed: 00:02, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:03, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:03, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:02, remaining: 00:00] \n", "XGBoost: Training as predictor... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "XGBoost: Training as predictor... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "XGBoost: Training as predictor... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "\n", "Trained pipeline.\n", "Time taken: 0h:0m:44.950599\n", "\n" ] }, { "data": { "text/html": [ "
Pipeline(data_model='population',\n",
       "         feature_learners=['Multirel', 'Relboost'],\n",
       "         feature_selectors=[],\n",
       "         include_categorical=False,\n",
       "         loss_function='SquareLoss',\n",
       "         peripheral=['data_all'],\n",
       "         predictors=['XGBoostRegressor'],\n",
       "         preprocessors=[],\n",
       "         share_selected_features=0.5,\n",
       "         tags=['container-kCGrYY'])
" ], "text/plain": [ "Pipeline(data_model='population',\n", " feature_learners=['Multirel', 'Relboost'],\n", " feature_selectors=[],\n", " include_categorical=False,\n", " loss_function='SquareLoss',\n", " peripheral=['data_all'],\n", " predictors=['XGBoostRegressor'],\n", " preprocessors=[],\n", " share_selected_features=0.5,\n", " tags=['container-kCGrYY'])" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipe2.fit(time_series2.train)" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Preprocessing... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Multirel: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "\n" ] }, { "data": { "text/html": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
date time set usedtarget mae rmsersquared
02024-02-21 15:10:04trainf_x0.44880.58880.9961
12024-02-21 15:10:04trainf_y0.52620.68870.989
22024-02-21 15:10:04trainf_z0.27220.35720.9988
32024-02-21 15:10:09testf_x0.56420.73790.9949
42024-02-21 15:10:09testf_y0.56890.75630.987
52024-02-21 15:10:09testf_z0.29550.38380.9986
" ], "text/plain": [ " date time set used target mae rmse rsquared\n", "0 2024-02-21 15:10:04 train f_x 0.4488 0.5888 0.9961\n", "1 2024-02-21 15:10:04 train f_y 0.5262 0.6887 0.989 \n", "2 2024-02-21 15:10:04 train f_z 0.2722 0.3572 0.9988\n", "3 2024-02-21 15:10:09 test f_x 0.5642 0.7379 0.9949\n", "4 2024-02-21 15:10:09 test f_y 0.5689 0.7563 0.987 \n", "5 2024-02-21 15:10:09 test f_z 0.2955 0.3838 0.9986" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipe2.score(time_series2.test)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.8 Visualizing the predictions\n", "\n", "Sometimes a picture says more than a 1000 words. We therefore want to visualize our predictions on the testing set." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "f_x = time_series2.test.population[\"f_x\"].to_numpy()\n", "f_y = time_series2.test.population[\"f_y\"].to_numpy()\n", "f_z = time_series2.test.population[\"f_z\"].to_numpy()" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Staging... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Preprocessing... 100% |██████████| [elapsed: 00:00, remaining: 00:00] \n", "Multirel: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "Relboost: Building features... 100% |██████████| [elapsed: 00:01, remaining: 00:00] \n", "\n" ] } ], "source": [ "predictions = pipe2.predict(time_series2.test)" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "plt.title(\"x-component of the force vector\", size=20)\n", "\n", "plt.plot(f_x, label=\"ground truth\")\n", "plt.plot(predictions[:,0], label=\"prediction\")\n", "\n", "plt.legend(loc=\"upper right\", fontsize=16)" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "plt.title(\"y-component of the force vector\", size=20)\n", "\n", "plt.plot(f_y, label=\"ground truth\")\n", "plt.plot(predictions[:,1], label=\"prediction\")\n", "\n", "plt.legend(loc=\"upper right\", fontsize=16)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(20, 10))\n", "\n", "plt.title(\"z-component of the force vector\", size=20)\n", "\n", "plt.plot(f_z, label=\"ground truth\")\n", "plt.plot(predictions[:,2], label=\"prediction\")\n", "\n", "plt.legend(loc=\"upper right\", fontsize=16)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.9 Features\n", "\n", "The most important feature looks as follows:" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/markdown": [ "```sql\n", "DROP TABLE IF EXISTS \"FEATURE_3_1\";\n", "\n", "CREATE TABLE \"FEATURE_3_1\" AS\n", "SELECT SUM( \n", " CASE\n", " WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" > 1.002216 ) AND ( t2.\"7\" > -1.204047 ) THEN 0.3135786678708609\n", " WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" > 1.002216 ) AND ( t2.\"7\" <= -1.204047 OR t2.\"7\" IS NULL ) THEN -2.576753557042288\n", " WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" <= 1.002216 OR t2.\"61\" IS NULL ) AND ( t2.\"36\" > -3.727979 ) THEN 0.08004451151017475\n", " WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" <= 1.002216 OR t2.\"61\" IS NULL ) AND ( t2.\"36\" <= -3.727979 OR t2.\"36\" IS NULL ) THEN 0.04537379635771868\n", " WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" > -1.379178 ) AND ( t2.\"7\" > -1.213190 ) THEN 1.867145078325692\n", " WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" > -1.379178 ) AND ( t2.\"7\" <= -1.213190 OR t2.\"7\" IS NULL ) THEN 0.616084077488769\n", " WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" <= -1.379178 OR t2.\"37\" IS NULL ) AND ( t2.\"18\" > 1.370758 ) THEN 0.9066167932530155\n", " WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" <= -1.379178 OR t2.\"37\" IS NULL ) AND ( t2.\"18\" <= 1.370758 OR t2.\"18\" IS NULL ) THEN 0.8253826886802063\n", " ELSE NULL\n", " END\n", ") AS \"feature_3_1\",\n", " t1.rowid AS rownum\n", "FROM \"POPULATION__STAGING_TABLE_1\" t1\n", "INNER JOIN \"DATA_ALL__STAGING_TABLE_2\" t2\n", "ON 1 = 1\n", "WHERE t2.\"rowid\" <= t1.\"rowid\"\n", "AND ( t2.\"rowid__30_000000\" > t1.\"rowid\" OR t2.\"rowid__30_000000\" IS NULL )\n", "GROUP BY t1.rowid;\n", "```" ], "text/plain": [ "'DROP TABLE IF EXISTS \"FEATURE_3_1\";\\n\\nCREATE TABLE \"FEATURE_3_1\" AS\\nSELECT SUM( \\n CASE\\n WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" > 1.002216 ) AND ( t2.\"7\" > -1.204047 ) THEN 0.3135786678708609\\n WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" > 1.002216 ) AND ( t2.\"7\" <= -1.204047 OR t2.\"7\" IS NULL ) THEN -2.576753557042288\\n WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" <= 1.002216 OR t2.\"61\" IS NULL ) AND ( t2.\"36\" > -3.727979 ) THEN 0.08004451151017475\\n WHEN ( t2.\"7\" > -1.207173 ) AND ( t2.\"61\" <= 1.002216 OR t2.\"61\" IS NULL ) AND ( t2.\"36\" <= -3.727979 OR t2.\"36\" IS NULL ) THEN 0.04537379635771868\\n WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" > -1.379178 ) AND ( t2.\"7\" > -1.213190 ) THEN 1.867145078325692\\n WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" > -1.379178 ) AND ( t2.\"7\" <= -1.213190 OR t2.\"7\" IS NULL ) THEN 0.616084077488769\\n WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" <= -1.379178 OR t2.\"37\" IS NULL ) AND ( t2.\"18\" > 1.370758 ) THEN 0.9066167932530155\\n WHEN ( t2.\"7\" <= -1.207173 OR t2.\"7\" IS NULL ) AND ( t2.\"37\" <= -1.379178 OR t2.\"37\" IS NULL ) AND ( t2.\"18\" <= 1.370758 OR t2.\"18\" IS NULL ) THEN 0.8253826886802063\\n ELSE NULL\\n END\\n) AS \"feature_3_1\",\\n t1.rowid AS rownum\\nFROM \"POPULATION__STAGING_TABLE_1\" t1\\nINNER JOIN \"DATA_ALL__STAGING_TABLE_2\" t2\\nON 1 = 1\\nWHERE t2.\"rowid\" <= t1.\"rowid\"\\nAND ( t2.\"rowid__30_000000\" > t1.\"rowid\" OR t2.\"rowid__30_000000\" IS NULL )\\nGROUP BY t1.rowid;'" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipe1.features.to_sql()[pipe1.features.sort(by=\"importances\")[0].name]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, the predictions are very accurate. This suggests that it is very feasible to predict the force vector based on other sensor data." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.9 Productionization\n", "\n", "It is possible to productionize the pipeline by transpiling the features into production-ready SQL code. Please also refer to getML's `sqlite3` and `spark` modules." ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "# Creates a folder named robot_pipeline containing\n", "# the SQL code.\n", "pipe1.features.to_sql().save(\"robot_pipeline\", remove=True)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "# Creates a folder named containing the SQL code for Apache Spark.\n", "pipe1.features.to_sql(dialect=getml.pipeline.dialect.spark_sql).save(\"robot_pipeline_spark\", remove=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Conclusion\n", "\n", "\n", "The purpose of this notebook has been to illustrate the problem of the curse of dimensionality when engineering features from datasets with many columns.\n", "\n", "The most important thing to remember is that this problem exists regardless of whether you engineer your features manually or using algorithms. Whether you like it or not: If you write your features in the traditional way, your search space grows quadratically with the number of columns." ] } ], "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": "3.8.18" }, "vscode": { "interpreter": { "hash": "31f2aee4e71d21fbe5cf8b01ff0e069b9275f58929596ceb00d14d90e3e16cd6" } } }, "nbformat": 4, "nbformat_minor": 4 }