{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "\n", "
\n", "
Enter Password:
\n", " \n", " \n", "
\n", "\n", "show code\n" ], "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%run ../initscript.py\n", "HTML(\"\"\"\n", "
\n", "
Enter Password:
\n", " \n", " \n", "
\n", "\n", "show code\n", "\"\"\")" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " show code\n", " " ], "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%run loadoptfuncs.py\n", "toggle()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Monty Hall Problem" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The problem is well described by this movie (\"21\") clip. The simulation game can be played in this [link](https://ming-zhao.github.io/sim/montyhall/index.html)." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "131771d2b959440da2c5966194dbcafe", "version_major": 2, "version_minor": 0 }, "text/plain": [ "HTML(value='')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Without loss of generality, we assume that the player always selects door 1 at the beginning of the game. The simulation shows that the \"switch\" strategy achieves a higher probability for winning the car." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "scrolled": false }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "94ed9294c32745f2aefc6d98aa6f9a61", "version_major": 2, "version_minor": 0 }, "text/plain": [ "interactive(children=(BoundedIntText(value=100, description='Sample Size:', max=10000, min=100), Button(descri…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "widgets.interact_manual.opts['manual_name'] = 'Run Simulation'\n", "interact_manual(montyhall,\n", " sample_size=widgets.BoundedIntText(value=100, min=100, max=10000,\n", " description='Sample Size:', disabled=False));" ] } ], "metadata": { "hide_input": false, "kernelspec": { "display_name": "Python 3", "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": "3.7.3" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": false }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { "10e1b9bf30b946d38cdb634ddd0658a1": { "model_module": "@jupyter-widgets/base", "model_module_version": "1.1.0", "model_name": "LayoutModel", "state": {} }, "131771d2b959440da2c5966194dbcafe": { "model_module": "@jupyter-widgets/controls", "model_module_version": "1.4.0", "model_name": "HTMLModel", "state": { "layout": "IPY_MODEL_6ee6bdd95c4a4a4aa8f3c930fa3ccd98", "style": "IPY_MODEL_a6303c93c2dc410e8f6dc4a057c3c457", "value": "" } }, "1786edf506e7417fab56d8d49a18fe91": { "model_module": "@jupyter-widgets/controls", 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\n", 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door1door2door3selectkeepprizeopenswitchwin
0goatgoatcar11323switch
1goatcargoat11232switch
2cargoatgoat11132keep
3goatcargoat11232switch
4cargoatgoat11132keep
5goatgoatcar11323switch
6goatgoatcar11323switch
7goatcargoat11232switch
8goatgoatcar11323switch
9goatcargoat11232switch
\n
", "text/plain": " door1 door2 door3 select keep prize open switch win\n0 goat goat car 1 1 3 2 3 switch\n1 goat car goat 1 1 2 3 2 switch\n2 car goat goat 1 1 1 3 2 keep\n3 goat car goat 1 1 2 3 2 switch\n4 car goat goat 1 1 1 3 2 keep\n5 goat goat car 1 1 3 2 3 switch\n6 goat goat car 1 1 3 2 3 switch\n7 goat car goat 1 1 2 3 2 switch\n8 goat goat car 1 1 3 2 3 switch\n9 goat car goat 1 1 2 3 2 switch" }, "metadata": {}, "output_type": "display_data" } ] } }, "8ee328877d3248d3af8937a9b8c0dad8": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "layout": "IPY_MODEL_56cbe08fddb3471d9ef374445f2a6d7e", "outputs": [ { "data": { "image/png": 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\n", 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door1door2door3selectkeepprizeopenswitchwin
0goatgoatcar11323switch
1goatcargoat11232switch
2cargoatgoat11132keep
3goatcargoat11232switch
4cargoatgoat11132keep
5goatgoatcar11323switch
6goatgoatcar11323switch
7goatcargoat11232switch
8goatgoatcar11323switch
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\n", 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door1door2door3selectkeepprizeopenswitchwin
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