30 - DoWhy GCM API with Categorical & Mixed Data.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "3cae4ab0",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\aleks\\anaconda3\\envs\\causal_dowhy_catboost_sklearan\\lib\\site-packages\\tqdm\\auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
      "  from .autonotebook import tqdm as notebook_tqdm\n"
     ]
    }
   ],
   "source": [
    "from datetime import datetime\n",
    "from typing import List\n",
    "\n",
    "import uuid\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from scipy import stats\n",
    "\n",
    "from sklearn.linear_model import LinearRegression\n",
    "\n",
    "from dowhy import gcm\n",
    "import networkx as nx\n",
    "\n",
    "from catboost import Pool, CatBoostRegressor\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "plt.style.use('fivethirtyeight')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d73c15f9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'3.10.14 | packaged by Anaconda, Inc. | (main, May  6 2024, 19:44:50) [MSC v.1916 64 bit (AMD64)]'"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import sys\n",
    "sys.version"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "90662dd7",
   "metadata": {},
   "source": [
    "# Using `dowhy` GCM API w/ Categorical & Mixed Data\n",
    "\n",
    "\n",
    "<a href=\"https://causalpython.io\"><img src=\"img/CausalPython.io__flat.png\" width=150 align=\"left\"></a>\n",
    "<br>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "722a2bf3",
   "metadata": {},
   "source": [
    "## DGP"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f746bad1",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Data generatring process\n",
    "class DGP:\n",
    "    def __init__(self, random_seed=None):\n",
    "        self.random_seed = random_seed\n",
    "        self.u_t0 = stats.gamma(4, 2)\n",
    "        self.u_t1 = stats.norm(0, 1)\n",
    "        self.u_y0 = stats.truncnorm(0, np.infty, scale=5)\n",
    "        self.u_y1 = stats.norm(0, 1)\n",
    "\n",
    "    def sample(self, sample_size=20, treatment_value=None):\n",
    "        \"\"\"Samples from the SCM\"\"\"\n",
    "        if self.random_seed:\n",
    "            np.random.seed(self.random_seed)\n",
    "\n",
    "        # Sample noises\n",
    "        u_t0 = self.u_t0.rvs(sample_size)\n",
    "        u_t1 = self.u_t1.rvs(sample_size)\n",
    "        u_y0 = self.u_y0.rvs(sample_size)\n",
    "        u_y1 = self.u_y1.rvs(sample_size)\n",
    "\n",
    "        Z = np.random.choice(a=[0, 1, 2], p=[.35, .2, .45], size=sample_size)\n",
    "\n",
    "        if treatment_value is not None:\n",
    "            T = np.array(([treatment_value]*sample_size))\n",
    "        else:\n",
    "            T = np.where(Z == 0, 1.5 + np.log(u_t0), 0) + \\\n",
    "                np.where(Z == 1, 2.7 * np.sin(u_t0), 0) + \\\n",
    "                np.where(Z == 2, 3 * np.cos(u_t0) - np.sqrt(u_t0), 0) + \\\n",
    "                u_t1\n",
    "\n",
    "        Y = 3 * T * -np.where(Z != 0, 1.7 * np.sqrt(u_y0), -3) + \\\n",
    "            np.where(Z == 0, 0.7 * np.sqrt(u_y0), 0) + \\\n",
    "            np.where(Z == 1, 2.7 * np.sqrt(u_y0), 0) + \\\n",
    "            np.where(Z == 2, u_y0, 0) + \\\n",
    "            u_y1\n",
    "\n",
    "        return T, Z, Y\n",
    "\n",
    "    def intervene(self, treatment_value, sample_size=20):\n",
    "        return self.sample(\n",
    "            treatment_value=treatment_value,\n",
    "            sample_size=sample_size\n",
    "        )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "fc45fc6f",
   "metadata": {},
   "outputs": [],
   "source": [
    "dgp = DGP()\n",
    "\n",
    "N_INTERVENTIONAL_SAMPLES = 5\n",
    "\n",
    "int_sample = {'T': [], 'Y': []}\n",
    "\n",
    "for t in np.arange(-7.5, 6, .1):\n",
    "    samples = dgp.intervene(treatment_value=t, sample_size=N_INTERVENTIONAL_SAMPLES)\n",
    "    int_sample['T'] += [t]*N_INTERVENTIONAL_SAMPLES\n",
    "    int_sample['Y'] += samples[2].tolist()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ce1fc978",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x21335549570>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the data\n",
    "sample_obs = dgp.sample(1000)\n",
    "plt.scatter(sample_obs[0], sample_obs[2], alpha=.2, label='SCM obs.')\n",
    "plt.scatter(int_sample['T'], int_sample['Y'], alpha=.2, label='SCM interv.')\n",
    "\n",
    "# Add regression lines\n",
    "lr_obs = LinearRegression()\n",
    "lr_int = LinearRegression()\n",
    "lr_obs.fit(X=sample_obs[0].reshape(-1, 1), y=sample_obs[2])\n",
    "lr_int.fit(X=np.array(int_sample['T']).reshape(-1, 1), y=int_sample['Y'])\n",
    "lr_obs_pred = lr_obs.predict(np.arange(-8, 6, .1).reshape(-1, 1))\n",
    "lr_int_pred = lr_int.predict(np.arange(-8, 6, .1).reshape(-1, 1))\n",
    "\n",
    "plt.plot(np.arange(-8, 6, .1), lr_obs_pred)\n",
    "plt.plot(np.arange(-8, 6, .1), lr_int_pred)\n",
    "\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3b9a5951",
   "metadata": {},
   "source": [
    "## Build the model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "2d97a10d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a model\n",
    "causal_model = gcm.ProbabilisticCausalModel(\n",
    "    nx.DiGraph(\n",
    "        [\n",
    "            ('T', 'Y'),\n",
    "            ('Z', 'T'),\n",
    "            ('Z', 'Y')\n",
    "            ]\n",
    "        )\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "02206f48",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "nx.draw(causal_model.graph, with_labels=True, font_color='white')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "53cdc715",
   "metadata": {},
   "source": [
    "### Define classes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "bfd5ce5d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define categorical distribution stochastic model\n",
    "class CategoricalStochasticModel(gcm.causal_mechanisms.StochasticModel):\n",
    "\n",
    "    def fit(self, X: np.ndarray):\n",
    "        self.unique_values = np.unique(X)\n",
    "        self.probas = []\n",
    "        for v in self.unique_values:\n",
    "            self.probas.append((X == v).sum() / X.shape[0])\n",
    "\n",
    "    def draw_samples(self, num_samples: int) -> np.ndarray:\n",
    "        return np.random.choice(a=self.unique_values, p=self.probas, size=num_samples)\n",
    "\n",
    "    def clone(self):\n",
    "        return CategoricalStochasticModel()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "95aa72cb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define a CatBoost-based prediction model that allows for native support of categorical variables\n",
    "class CatBoostRegressorPredictionModel(gcm.ml.prediction_model.PredictionModel):\n",
    "    \n",
    "    def __init__(self, categorical_variable_indices: List[int]=None, catboost_params: dict={}):\n",
    "        self.categorical_variable_indices = categorical_variable_indices # has to be ints\n",
    "        self.catboost_params = catboost_params\n",
    "        self.model = CatBoostRegressor(**self.catboost_params)\n",
    "        \n",
    "    def fit(self, X: np.ndarray, Y: np.ndarray) -> None:\n",
    "        \n",
    "        # Convert back to pd df to deal with CatBoost data requirements\n",
    "        X = pd.DataFrame(X)\n",
    "        \n",
    "        # Cast categorical vars to int\n",
    "        if self.categorical_variable_indices:\n",
    "            X[self.categorical_variable_indices] = X[self.categorical_variable_indices].astype(int)\n",
    "        \n",
    "        # Fit the model\n",
    "        self.model.fit(X=X, y=Y, cat_features=self.categorical_variable_indices)\n",
    "    \n",
    "    def predict(self, X: np.ndarray) -> np.ndarray:\n",
    "        \n",
    "        # Convert back to pd df to deal with CatBoost data requirements\n",
    "        X = pd.DataFrame(X)\n",
    "        \n",
    "        # Cast categorical vars to int\n",
    "        if self.categorical_variable_indices:\n",
    "            X[self.categorical_variable_indices] = X[self.categorical_variable_indices].astype(int)\n",
    "        \n",
    "        # Return predictions\n",
    "        return self.model.predict(X)\n",
    "    \n",
    "    def clone(self):\n",
    "        return CatBoostRegressorPredictionModel(self.categorical_variable_indices, self.catboost_params)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "468cef47",
   "metadata": {},
   "source": [
    "### Set mechanisms"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "475678af",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define hyperparams\n",
    "LR = .06\n",
    "N_ESTIMATORS = 2500\n",
    "MAX_DEPTH = 16\n",
    "\n",
    "# Confounder mechanism\n",
    "causal_model.set_causal_mechanism('Z', CategoricalStochasticModel())\n",
    "\n",
    "# Treatment mechanism\n",
    "causal_model.set_causal_mechanism(\n",
    "    'T',\n",
    "    gcm.AdditiveNoiseModel(\n",
    "        prediction_model=CatBoostRegressorPredictionModel(\n",
    "            categorical_variable_indices=[0],\n",
    "            catboost_params={\n",
    "                'n_estimators': N_ESTIMATORS,\n",
    "                'learning_rate': LR,\n",
    "                'max_depth': MAX_DEPTH\n",
    "            }\n",
    "        ),\n",
    "        noise_model=gcm.ScipyDistribution(stats.norm)\n",
    "    )\n",
    ")\n",
    "\n",
    "# Outcome mechanism\n",
    "causal_model.set_causal_mechanism(\n",
    "    'Y',\n",
    "    gcm.AdditiveNoiseModel(\n",
    "        prediction_model=CatBoostRegressorPredictionModel(\n",
    "            categorical_variable_indices=[1],\n",
    "            catboost_params={\n",
    "                'n_estimators': N_ESTIMATORS,\n",
    "                'learning_rate': LR,\n",
    "                'max_depth': MAX_DEPTH\n",
    "            }\n",
    "        ),\n",
    "        noise_model=gcm.ScipyDistribution(stats.norm)\n",
    "    )\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1b744010",
   "metadata": {},
   "source": [
    "### Fit the model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "1fea91ee",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Wrap the data in a df\n",
    "data = pd.DataFrame(sample_obs).T\n",
    "data.columns = ['T', 'Z', 'Y']\n",
    "data['Z'] = data['Z'].astype(int)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "d4fd3985",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting causal mechanism of node T:   0%|                                                        | 0/3 [00:00<?, ?it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    },
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     "text": [
      "2010:\tlearn: 1.8432075\ttotal: 3m 7s\tremaining: 45.6s\n",
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      "2164:\tlearn: 1.8432001\ttotal: 3m 24s\tremaining: 31.7s\n",
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     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting causal mechanism of node Y:  33%|███████████████▋                               | 1/3 [04:06<08:13, 246.57s/it]"
     ]
    },
    {
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting causal mechanism of node Z: 100%|███████████████████████████████████████████████| 3/3 [08:42<00:00, 174.21s/it]\n"
     ]
    }
   ],
   "source": [
    "gcm.fit(causal_model, data)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f8923c5",
   "metadata": {},
   "source": [
    "## Sample from the model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "aa625bfd",
   "metadata": {},
   "outputs": [],
   "source": [
    "generated_data = gcm.draw_samples(causal_model, num_samples=1000)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "71b61135",
   "metadata": {},
   "source": [
    "## Evaluate the model\n",
    "\n",
    "**NOTE:** We used raw CatBoost with no hyperparameter tuning."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "f0963207",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 2000x1000 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "obs_data_df = pd.DataFrame(sample_obs).T\n",
    "obs_data_df.columns = ['T', 'Z', 'Y']\n",
    "\n",
    "# Plot histograms\n",
    "plt.figure(figsize=(20, 10))\n",
    "for i, v in enumerate(['T', 'Z', 'Y']):\n",
    "    plt.subplot(2, 2, i+1)\n",
    "    plt.hist(obs_data_df[v], alpha=.5, label='Observed', density=True)\n",
    "    plt.hist(generated_data[v], alpha=.5, label='Generated', density=True)\n",
    "    plt.xlabel(v)\n",
    "    plt.legend()\n",
    "    \n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "cc707625",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.scatter(sample_obs[0], sample_obs[2], alpha=.2, label='Observed')\n",
    "plt.scatter(generated_data['T'], generated_data['Y'], alpha=.2, label='Generated')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "48eeda04",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Test permutations of given graph: 100%|█████████████████████████████████████████████████| 6/6 [00:00<00:00, 624.32it/s]\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Evaluated and the overall average KL divergence between generated and observed distribution and the graph structure. The results are as follows:\n",
      "\n",
      "==== Evaluation of Generated Distribution ====\n",
      "The overall average KL divergence between the generated and observed distribution is 0.31005783718015933\n",
      "The estimated KL divergence indicates an overall very good representation of the data distribution.\n",
      "\n",
      "==== Evaluation of the Causal Graph Structure ====\n",
      "+-------------------------------------------------------------------------------------------------------+\n",
      "|                                         Falsificaton Summary                                          |\n",
      "+-------------------------------------------------------------------------------------------------------+\n",
      "| Cannot be evaluated!                                                                                  |\n",
      "+-------------------------------------------------------------------------------------------------------+\n",
      "\n",
      "==== NOTE ====\n",
      "Always double check the made model assumptions with respect to the graph structure and choice of causal mechanisms.\n",
      "All these evaluations give some insight into the goodness of the causal model, but should not be overinterpreted, since some causal relationships can be intrinsically hard to model. Furthermore, many algorithms are fairly robust against misspecifications or poor performances of causal mechanisms.\n"
     ]
    }
   ],
   "source": [
    "print(\n",
    "    gcm.evaluate_causal_model(\n",
    "        causal_model, \n",
    "        data, \n",
    "        evaluate_causal_mechanisms=False,\n",
    "        evaluate_invertibility_assumptions=False)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "92f8bb1b",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:causal_dowhy_catboost_sklearan]",
   "language": "python",
   "name": "conda-env-causal_dowhy_catboost_sklearan-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.14"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}