{ "cells": [ { "attachments": {}, "cell_type": "markdown", "id": "b773bf8e-c420-44e1-80a6-99f75dd12268", "metadata": {}, "source": [ "# 2. Using sklearn with CapyMOA\n", "\n", "In this tutorial we demonstrate how someone can directly use scikit-learn learners in CapyMOA.\n", "* The primary requirement for a scikit-learn learner to be used is that it implements `partial_fit()`\n", "\n", "---\n", "\n", "*More information about CapyMOA can be found in* https://www.capymoa.org\n", "\n", "**last update on 03/05/2024**" ] }, { "attachments": {}, "cell_type": "markdown", "id": "948e37ec-fbfd-43ea-a04a-7c11215452cc", "metadata": {}, "source": [ "## 1. Using raw sklearn objects\n", "\n", "* This example shows a model from scikit-learn can be used with our ```Instance``` representation in a simple **test-then-train loop**\n", "* In this case, we need to adapt data to accommodate what the sklearn expects" ] }, { "cell_type": "code", "execution_count": 1, "id": "9b58b88d", "metadata": { "execution": { "iopub.execute_input": "2024-09-23T00:27:42.449571Z", "iopub.status.busy": "2024-09-23T00:27:42.449414Z", "iopub.status.idle": "2024-09-23T00:27:42.456048Z", "shell.execute_reply": "2024-09-23T00:27:42.455509Z" }, "nbsphinx": "hidden" }, "outputs": [], "source": [ "# This cell is hidden on capymoa.org. See docs/contributing/docs.rst\n", "from util.nbmock import mock_datasets, is_nb_fast\n", "\n", "if is_nb_fast():\n", " mock_datasets()" ] }, { "cell_type": "code", "execution_count": 2, "id": "2745848d-43d1-4d9e-a191-14e6be61bf7b", "metadata": { "ExecuteTime": { "end_time": "2024-04-29T11:35:22.576729Z", "start_time": "2024-04-29T11:35:20.707805Z" }, "execution": { "iopub.execute_input": "2024-09-23T00:27:42.458051Z", "iopub.status.busy": "2024-09-23T00:27:42.457893Z", "iopub.status.idle": "2024-09-23T00:27:45.411684Z", "shell.execute_reply": "2024-09-23T00:27:45.411196Z" } }, "outputs": [ { "data": { "text/plain": [ "84.7" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from capymoa.evaluation import ClassificationEvaluator\n", "from capymoa.datasets import ElectricityTiny\n", "\n", "from sklearn import linear_model\n", "\n", "# Toy dataset with only 1000 instances\n", "elec_stream = ElectricityTiny()\n", "\n", "# Creates a sklearn classifier\n", "sklearn_SGD = linear_model.SGDClassifier()\n", "\n", "ob_evaluator = ClassificationEvaluator(schema=elec_stream.get_schema())\n", "\n", "# Counter for partial fits\n", "partial_fit_count = 0\n", "while elec_stream.has_more_instances():\n", " instance = elec_stream.next_instance()\n", "\n", " prediction = -1\n", " if (\n", " partial_fit_count > 0\n", " ): # scikit-learn does not allows invoking predict in a model that was not fit before\n", " prediction = sklearn_SGD.predict([instance.x])[0]\n", " ob_evaluator.update(instance.y_index, prediction)\n", " sklearn_SGD.partial_fit(\n", " [instance.x], [instance.y_index], classes=elec_stream.schema.get_label_indexes()\n", " )\n", " partial_fit_count += 1\n", "\n", "ob_evaluator.accuracy()" ] }, { "cell_type": "markdown", "id": "eb71a0ef-44ff-4168-b5dd-62530f74d112", "metadata": {}, "source": [ "## 2. Using a generic SKClassifier wrapper\n", "\n", "* Instead of sklearn ```SGDClassifier``` here we use CapyMOA wrapper ```SKClassifier``` on a **test-then-train loop**\n", "* There is also a ```SKRegressor``` available in CapyMOA" ] }, { "cell_type": "code", "execution_count": 3, "id": "1f457d2f-1b5d-4f41-a883-f11bc7a59814", "metadata": { "ExecuteTime": { "end_time": "2024-04-29T11:35:24.504861Z", "start_time": "2024-04-29T11:35:22.580171Z" }, "execution": { "iopub.execute_input": "2024-09-23T00:27:45.413472Z", "iopub.status.busy": "2024-09-23T00:27:45.413287Z", "iopub.status.idle": "2024-09-23T00:27:46.303094Z", "shell.execute_reply": "2024-09-23T00:27:46.302678Z" } }, "outputs": [ { "data": { "text/plain": [ "84.7" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn import linear_model\n", "from capymoa.base import SKClassifier\n", "from capymoa.evaluation import ClassificationEvaluator\n", "\n", "## Opening a file as a stream\n", "elec_stream = ElectricityTiny()\n", "\n", "# Creating a learner\n", "sklearn_SGD = SKClassifier(\n", " schema=elec_stream.get_schema(), sklearner=linear_model.SGDClassifier()\n", ")\n", "\n", "# Creating the evaluator\n", "sklearn_SGD_evaluator = ClassificationEvaluator(schema=elec_stream.get_schema())\n", "\n", "while elec_stream.has_more_instances():\n", " instance = elec_stream.next_instance()\n", "\n", " prediction = sklearn_SGD.predict(instance)\n", " sklearn_SGD_evaluator.update(instance.y_index, prediction)\n", " sklearn_SGD.train(instance)\n", "\n", "sklearn_SGD_evaluator.accuracy()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "a4ff1ac9-07a1-4a0b-9bb5-f2afa79dd928", "metadata": {}, "source": [ "## 3. Using prequential evaluation and SKClassifier\n", "* Instead of an instance loop we may use the ```prequential_evaluation()``` function" ] }, { "cell_type": "code", "execution_count": 4, "id": "da2bba35-c258-4fc0-8932-f97d56e4e276", "metadata": { "ExecuteTime": { "end_time": "2024-04-29T11:35:26.365823Z", "start_time": "2024-04-29T11:35:24.506697Z" }, "execution": { "iopub.execute_input": "2024-09-23T00:27:46.304720Z", "iopub.status.busy": "2024-09-23T00:27:46.304582Z", "iopub.status.idle": "2024-09-23T00:27:47.228682Z", "shell.execute_reply": "2024-09-23T00:27:47.228228Z" } }, "outputs": [ { "data": { "text/plain": [ "84.7" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from capymoa.evaluation import prequential_evaluation\n", "\n", "elec_stream = ElectricityTiny()\n", "\n", "sklearn_SGD = SKClassifier(\n", " schema=elec_stream.get_schema(), sklearner=linear_model.SGDClassifier()\n", ")\n", "\n", "results_sklearn_SGD = prequential_evaluation(\n", " stream=elec_stream, learner=sklearn_SGD, window_size=4500\n", ")\n", "\n", "results_sklearn_SGD.cumulative.accuracy()" ] }, { "cell_type": "markdown", "id": "91da6c75-2f60-4bd9-9afb-ddf01ba5e253", "metadata": {}, "source": [ "## 4. Further abstractions\n", "\n", "* We can wrap popular algorithms to make then even easier to use\n", "* So far, one can use the following wrappers:\n", " * `PassiveAggressiveClassifier`\n", " * `SGDClassifier`\n", " * `PassiveAggressiveRegressor`\n", " * `SGDRegressor`\n", "\n", "* In the following example we show how one can use `SGDClassifier` and `PassiveAggressiveClassifier`\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "6d72c4b4-6c26-478a-8ad6-1ec29db4361b", "metadata": { "execution": { "iopub.execute_input": "2024-09-23T00:27:47.230381Z", "iopub.status.busy": "2024-09-23T00:27:47.230245Z", "iopub.status.idle": "2024-09-23T00:28:33.307359Z", "shell.execute_reply": "2024-09-23T00:28:33.306981Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 46.1 s, sys: 670 ms, total: 46.8 s\n", "Wall time: 46 s\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%time\n", "from capymoa.classifier import SGDClassifier, PassiveAggressiveClassifier\n", "from capymoa.evaluation import prequential_evaluation_multiple_learners\n", "from capymoa.evaluation.visualization import plot_windowed_results\n", "from capymoa.datasets import Electricity\n", "\n", "stream = Electricity()\n", "\n", "sklearn_SGD = SGDClassifier(schema=stream.get_schema())\n", "sklearn_PA = PassiveAggressiveClassifier(schema=stream.get_schema())\n", "\n", "results = prequential_evaluation_multiple_learners(\n", " stream=stream, learners={\"SGD\": sklearn_SGD, \"PA\": sklearn_PA}, window_size=500\n", ")\n", "\n", "plot_windowed_results(results[\"SGD\"], results[\"PA\"], metric=\"accuracy\")" ] } ], "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": "3.9.19" } }, "nbformat": 4, "nbformat_minor": 5 }