From 77a3b7fe973cdd72aa5444addd310af1c276b2ee Mon Sep 17 00:00:00 2001 From: eyrei123 Date: Wed, 2 Jul 2025 13:07:53 +0100 Subject: [PATCH 1/4] Initial Commit TR1 --- polars_vs_pandas/DataFrame_Plots.ipynb | 207 ++++++++++++++++++ polars_vs_pandas/Online_Retail.parquet | Bin 0 -> 3663682 bytes polars_vs_pandas/README.md | 23 ++ polars_vs_pandas/code_speed_test.py | 44 ++++ polars_vs_pandas/data_generation.py | 17 ++ .../dataframe_and_lazyframe_time_tests.py | 83 +++++++ .../dataframe_and_lazyframe_time_tests_v2.py | 67 ++++++ polars_vs_pandas/dataframe_conversions.py | 32 +++ polars_vs_pandas/git_issue.txt | Bin 0 -> 991728 bytes .../sample_pandas_and_polars_code.py | 22 ++ 10 files changed, 495 insertions(+) create mode 100644 polars_vs_pandas/DataFrame_Plots.ipynb create mode 100644 polars_vs_pandas/Online_Retail.parquet create mode 100644 polars_vs_pandas/README.md create mode 100644 polars_vs_pandas/code_speed_test.py create mode 100644 polars_vs_pandas/data_generation.py create mode 100644 polars_vs_pandas/dataframe_and_lazyframe_time_tests.py create mode 100644 polars_vs_pandas/dataframe_and_lazyframe_time_tests_v2.py create mode 100644 polars_vs_pandas/dataframe_conversions.py create mode 100644 polars_vs_pandas/git_issue.txt create mode 100644 polars_vs_pandas/sample_pandas_and_polars_code.py diff --git a/polars_vs_pandas/DataFrame_Plots.ipynb b/polars_vs_pandas/DataFrame_Plots.ipynb new file mode 100644 index 0000000000..711c9201a4 --- /dev/null +++ b/polars_vs_pandas/DataFrame_Plots.ipynb @@ -0,0 +1,207 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "8ced8243-d770-437e-a90d-f794ffa57fc0", + "metadata": {}, + "source": [ + "# Dataframe Plots\n", + "## (i) polars Plotting" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "1cf56fd3-605c-4449-8a5e-d0fd94b49080", + "metadata": {}, + "outputs": [], + "source": [ + "from data_generation import data_generation\n", + "\n", + "sales_data = data_generation(50)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "014e9e56-8fff-45ab-85ff-eb51840f2bc7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "
\n", + "" + ], + "text/plain": [ + "alt.Chart(...)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import polars as pl\n", + "\n", + "from data_generation import data_generation\n", + "\n", + "orders_polars = pl.DataFrame(sales_data)\n", + "\n", + "(\n", + " orders_polars.group_by(\"region\")\n", + " .agg(total_sales=pl.col(\"sales_income\").sum())\n", + " .plot.bar(x=\"region\", y=\"total_sales\")\n", + " .properties(width=200, height=200, title=\"Total Sales per Region ($)\")\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "a62335eb-4763-4c46-adb2-d7386914f56b", + "metadata": {}, + "source": [ + "## (ii) Pandas Plotting" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "85929590-e514-4497-b396-58cfe26e59d3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "orders_pandas = pd.DataFrame(sales_data)\n", + "\n", + "(\n", + " orders_pandas.groupby(\n", + " [\n", + " \"region\",\n", + " ]\n", + " )[\"sales_income\"]\n", + " .sum()\n", + " .plot(kind=\"bar\", title=\"Total Sales per Region ($)\", ylabel=\"total_sales\")\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "344d9c42-8566-43c6-b3e2-c840aa8ab46d", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.13.1" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff 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