{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Quickstart" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is a short introduction to `wavy`, geared mainly for new users." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Import libraries\n", "import numpy as np\n", "import pandas as pd\n", "import wavy\n", "from wavy import models\n", "import plotly.io as pio\n", "pio.renderers.default = 'pdf'" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Start with any time series dataframe\n", "df = pd.DataFrame({'price': np.random.randn(1000)}, index=range(1000))" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Create panels. Each panel is composed of a list of frames.\n", "x, y = wavy.create_panels(df, lookback=10, horizon=1)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Set training split\n", "wavy.set_training_split(x, y, train_size=0.4, val_size=0.3, test_size=0.3)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Lookback: 10 Horizon: 1\n" ] } ], "source": [ "# x and y are contain the past and corresponding future data.\n", "# lookback and horizon are the number of timesteps.\n", "print(\"Lookback:\", x.num_timesteps, \"Horizon:\", y.num_timesteps)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "application/pdf": 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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot the target.\n", "y.plot()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(3960, 1) (396, 1)\n" ] } ], "source": [ "# Convert to numpy arrays\n", "x_train, y_train = x.train.values, y.train.values\n", "x_test, y_test = x.test.values, y.test.values\n", "print(x_train.shape, y_train.shape)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Or just instantiate a model.\n", "model = models.LinearRegression(x, y)\n", "model.score()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3.8.13 ('.venv': poetry)", "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": "3.8.13" }, "orig_nbformat": 4, "vscode": { "interpreter": { "hash": "0123dfba8c593a15e2367f7801b8447e0567eb9b4e2888ec1d8b254d9f13f9cc" } } }, "nbformat": 4, "nbformat_minor": 2 }