diff --git a/Sport/Modelization/CA_segment_sport.ipynb b/Sport/Modelization/CA_segment_sport.ipynb new file mode 100644 index 0000000..c958e46 --- /dev/null +++ b/Sport/Modelization/CA_segment_sport.ipynb @@ -0,0 +1,4538 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "84b6e27e-4bda-4d38-8689-ec7fc0da1848", + "metadata": {}, + "source": [ + "# Define segment and predict sales associated" + ] + }, + { + "cell_type": "markdown", + "id": "ec059482-45d3-4ae6-99bc-9b4ced115db3", + "metadata": {}, + "source": [ + "## Importations of packages " + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "9771bf29-d08e-4674-8c23-9a2672fbef8f", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import os\n", + "import s3fs\n", + "import re\n", + "from sklearn.linear_model import LogisticRegression\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.metrics import accuracy_score, confusion_matrix, classification_report, recall_score\n", + "from sklearn.utils import class_weight\n", + "from sklearn.neighbors import KNeighborsClassifier\n", + "from sklearn.pipeline import Pipeline\n", + "from sklearn.compose import ColumnTransformer\n", + "from sklearn.preprocessing import OneHotEncoder\n", + "from sklearn.impute import SimpleImputer\n", + "from sklearn.model_selection import GridSearchCV\n", + "from sklearn.preprocessing import StandardScaler, MaxAbsScaler, MinMaxScaler\n", + "from sklearn.metrics import make_scorer, f1_score, balanced_accuracy_score\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "from sklearn.metrics import roc_curve, auc, precision_recall_curve, average_precision_score\n", + "from sklearn.exceptions import ConvergenceWarning, DataConversionWarning\n", + "from sklearn.naive_bayes import GaussianNB\n", + "from scipy.optimize import fsolve\n", + "\n", + "import pickle\n", + "import warnings" + ] + }, + { + "cell_type": "markdown", + "id": "048fcd7c-800a-4a6b-b725-faf8410f924a", + "metadata": {}, + "source": [ + "## load databases" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "539ccbdf-f29f-4f04-99c1-8c88d0efe514", + "metadata": {}, + "outputs": [], + "source": [ + "# Create filesystem object\n", + "S3_ENDPOINT_URL = \"https://\" + os.environ[\"AWS_S3_ENDPOINT\"]\n", + "fs = s3fs.S3FileSystem(client_kwargs={'endpoint_url': S3_ENDPOINT_URL})" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0c3a6ddc-9345-4a42-b6bf-a20a95de3028", + "metadata": {}, + "outputs": [], + "source": [ + "def load_train_test():\n", + " BUCKET = \"projet-bdc2324-team1/Generalization/sport\"\n", + " File_path_train = BUCKET + \"/Train_set.csv\"\n", + " File_path_test = BUCKET + \"/Test_set.csv\"\n", + " \n", + " with fs.open( File_path_train, mode=\"rb\") as file_in:\n", + " dataset_train = pd.read_csv(file_in, sep=\",\")\n", + " # dataset_train['y_has_purchased'] = dataset_train['y_has_purchased'].fillna(0)\n", + "\n", + " with fs.open(File_path_test, mode=\"rb\") as file_in:\n", + " dataset_test = pd.read_csv(file_in, sep=\",\")\n", + " # dataset_test['y_has_purchased'] = dataset_test['y_has_purchased'].fillna(0)\n", + " \n", + " return dataset_train, dataset_test" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2831d546-b365-498b-8248-c618bd9c3057", + "metadata": {}, + "outputs": [], + "source": [ + "dataset_train, dataset_test = load_train_test()\n", + "dataset_train.isna().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "b8827f7b-b304-4f51-9814-c7a98ed88cf0", + "metadata": {}, + "outputs": [], + "source": [ + "def features_target_split(dataset_train, dataset_test):\n", + " \n", + " features_l = ['nb_tickets', 'nb_purchases', 'total_amount', 'nb_suppliers', 'vente_internet_max', 'purchase_date_min', 'purchase_date_max', \n", + " 'time_between_purchase', 'nb_tickets_internet', 'fidelity', 'is_email_true', 'opt_in', #'is_partner',\n", + " 'gender_female', 'gender_male', 'gender_other', 'nb_campaigns', 'nb_campaigns_opened']\n", + "\n", + " # we suppress fidelity, time between purchase, and gender other (colinearity issue)\n", + " \"\"\"\n", + " features_l = ['nb_tickets', 'nb_purchases', 'total_amount', 'nb_suppliers', 'vente_internet_max', \n", + " 'purchase_date_min', 'purchase_date_max', 'nb_tickets_internet', 'is_email_true', \n", + " 'opt_in', 'gender_female', 'gender_male', 'nb_campaigns', 'nb_campaigns_opened']\n", + " \"\"\"\n", + " \n", + " X_train = dataset_train[features_l]\n", + " y_train = dataset_train[['y_has_purchased']]\n", + "\n", + " X_test = dataset_test[features_l]\n", + " y_test = dataset_test[['y_has_purchased']]\n", + " return X_train, X_test, y_train, y_test" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "c18195fc-ed40-4e39-a59e-c9ecc5a8e6c3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape train : (224213, 17)\n", + "Shape test : (96096, 17)\n" + ] + } + ], + "source": [ + "X_train, X_test, y_train, y_test = features_target_split(dataset_train, dataset_test)\n", + "print(\"Shape train : \", X_train.shape)\n", + "print(\"Shape test : \", X_test.shape)" + ] + }, + { + "cell_type": "markdown", + "id": "74eda066-5e01-43aa-b0cf-cc6d9bbf770e", + "metadata": {}, + "source": [ + "## get results from the logit cross validated model" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "7c81390e-598c-4f02-bd56-dd03b00dcb33", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "GridSearchCV(cv=3, error_score='raise',\n", + " estimator=Pipeline(steps=[('preprocessor',\n", + " ColumnTransformer(transformers=[('num',\n", + " Pipeline(steps=[('scaler',\n", + " StandardScaler())]),\n", + " ['nb_tickets',\n", + " 'nb_purchases',\n", + " 'total_amount',\n", + " 'nb_suppliers',\n", + " 'vente_internet_max',\n", + " 'purchase_date_min',\n", + " 'purchase_date_max',\n", + " 'time_between_purchase',\n", + " 'nb_tickets_internet',\n", + " 'nb_campaigns',\n", + " 'nb_...\n", + " 1.562500e-02, 3.125000e-02, 6.250000e-02, 1.250000e-01,\n", + " 2.500000e-01, 5.000000e-01, 1.000000e+00, 2.000000e+00,\n", + " 4.000000e+00, 8.000000e+00, 1.600000e+01, 3.200000e+01,\n", + " 6.400000e+01]),\n", + " 'LogisticRegression_cv__class_weight': ['balanced',\n", + " {0.0: 0.5837086520288036,\n", + " 1.0: 3.486549107420539}],\n", + " 'LogisticRegression_cv__penalty': ['l1', 'l2']},\n", + " scoring=make_scorer(recall_score, response_method='predict'))" + ] + }, + "execution_count": 81, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "logit_cv" + ] + }, + { + "cell_type": "markdown", + "id": "006819e7-e9c5-48d9-85ee-aa43d5e4c9c2", + "metadata": {}, + "source": [ + "## Quartile clustering" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "018d8ff4-3436-4eec-8507-d1a265cbabf1", + "metadata": {}, + "outputs": [], + "source": [ + "y_pred = logit_cv.predict(X_test)\n", + "y_pred_prob = logit_cv.predict_proba(X_test)[:, 1]" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "846f53b9-73c2-4a8b-9d9e-f11bf59ce9ba", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_620/375041546.py:3: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " X_test_segment[\"has_purchased\"] = y_test\n", + "/tmp/ipykernel_620/375041546.py:4: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " X_test_segment[\"has_purchased_estim\"] = y_pred\n", + "/tmp/ipykernel_620/375041546.py:5: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " X_test_segment[\"score\"] = y_pred_prob\n", + "/tmp/ipykernel_620/375041546.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " X_test_segment[\"quartile\"] = np.where(X_test['score']<0.25, '1',\n" + ] + }, + { + "data": { + "text/html": [ + "
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nb_ticketsnb_purchasestotal_amountnb_suppliersvente_internet_maxpurchase_date_minpurchase_date_maxtime_between_purchasenb_tickets_internetfidelity...opt_ingender_femalegender_malegender_othernb_campaignsnb_campaigns_openedhas_purchasedhas_purchased_estimscorequartile
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10 rows × 21 columns

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" + ], + "text/plain": [ + " nb_tickets nb_purchases total_amount nb_suppliers vente_internet_max \\\n", + "0 4.0 1.0 100.0 1.0 0.0 \n", + "1 1.0 1.0 55.0 1.0 0.0 \n", + "2 17.0 1.0 80.0 1.0 0.0 \n", + "3 4.0 1.0 120.0 1.0 0.0 \n", + "4 34.0 2.0 416.0 1.0 0.0 \n", + "5 2.0 1.0 60.0 1.0 0.0 \n", + "6 5.0 1.0 61.0 1.0 1.0 \n", + "7 4.0 1.0 80.0 1.0 0.0 \n", + "8 1.0 1.0 10.0 1.0 0.0 \n", + "9 3.0 3.0 165.0 1.0 1.0 \n", + "\n", + " purchase_date_min purchase_date_max time_between_purchase \\\n", + "0 5.177187 5.177187 0.000000 \n", + "1 426.265613 426.265613 0.000000 \n", + "2 436.033437 436.033437 0.000000 \n", + "3 5.196412 5.196412 0.000000 \n", + "4 478.693148 115.631470 363.061678 \n", + "5 5.140069 5.140069 0.000000 \n", + "6 105.053773 105.053773 0.000000 \n", + "7 63.206030 63.206030 0.000000 \n", + "8 44.698090 44.698090 0.000000 \n", + "9 266.012106 258.012106 8.000000 \n", + "\n", + " nb_tickets_internet fidelity ... opt_in gender_female gender_male \\\n", + "0 0.0 1 ... False 1 0 \n", + "1 0.0 2 ... True 0 1 \n", + "2 0.0 2 ... True 1 0 \n", + "3 0.0 1 ... False 1 0 \n", + "4 0.0 4 ... False 1 0 \n", + "5 0.0 1 ... False 0 1 \n", + "6 5.0 1 ... False 0 0 \n", + "7 0.0 1 ... True 0 1 \n", + "8 0.0 1 ... True 0 0 \n", + "9 3.0 2 ... False 0 0 \n", + "\n", + " gender_other nb_campaigns nb_campaigns_opened has_purchased \\\n", + "0 0 0.0 0.0 0.0 \n", + "1 0 0.0 0.0 1.0 \n", + "2 0 0.0 0.0 0.0 \n", + "3 0 0.0 0.0 0.0 \n", + "4 0 0.0 0.0 1.0 \n", + "5 0 0.0 0.0 0.0 \n", + "6 1 0.0 0.0 0.0 \n", + "7 0 0.0 0.0 0.0 \n", + "8 1 0.0 0.0 0.0 \n", + "9 1 0.0 0.0 0.0 \n", + "\n", + " has_purchased_estim score quartile \n", + "0 1.0 0.657671 3 \n", + "1 0.0 0.266538 2 \n", + "2 0.0 0.214668 1 \n", + "3 1.0 0.657770 3 \n", + "4 1.0 0.894173 4 \n", + "5 1.0 0.717482 3 \n", + "6 1.0 0.541855 3 \n", + "7 0.0 0.461164 2 \n", + "8 0.0 0.310828 2 \n", + "9 0.0 0.452877 2 \n", + "\n", + "[10 rows x 21 columns]" + ] + }, + "execution_count": 90, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_test_segment = X_test\n", + "\n", + "X_test_segment[\"has_purchased\"] = y_test\n", + "X_test_segment[\"has_purchased_estim\"] = y_pred\n", + "X_test_segment[\"score\"] = y_pred_prob\n", + "X_test_segment[\"quartile\"] = np.where(X_test['score']<0.25, '1',\n", + " np.where(X_test['score']<0.5, '2',\n", + " np.where(X_test['score']<0.75, '3', '4')))\n", + "X_test_segment.head(10)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0916f099-3faa-4c47-9b60-d1ee797b3c9d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "ad16b8ab-7e01-404b-971e-866e9b9d5aa4", + "metadata": {}, + "source": [ + "## definition of functions to compute the bias of scores and adjust it \n", + "\n", + "Le biais est calculé de la façon suivante. \n", + "En notant $\\hat{p(x_i)}$ le score calculé (estimé par la modélisation) et $p(x_i)$ le vrai score (sans biais), et $\\beta$ le logarithme du biais, on a : \\\n", + "$\\ln{\\frac{\\hat{p(x_i)}}{1-\\hat{p(x_i)}}} = \\beta + \\ln{\\frac{p(x_i)}{1-p(x_i)}}$ \\\n", + "$ \\frac{\\hat{p(x_i)}}{1-\\hat{p(x_i)}} = \\exp(\\beta) . \\frac{p(x_i)}{1-p(x_i)} $ , soit : \\\n", + "$p(x_i) = {\\frac{\\frac{\\hat{p(x_i)}}{1-\\hat{p(x_i)}}}{B+\\frac{\\hat{p(x_i)}}{1-\\hat{p(x_i)}}}}$ \\\n", + "Ce qu'on appelle biais et qu'on estime dans le code par la suite est : $B=\\exp(\\beta) $. Les probabilités ne sont donc pas biaisées si $B=1$. Il y a surestimation si $B>1$. \n", + "\n", + "On cherche le B qui permette d'ajuster les probabilités de telle sorte que la somme des scores soit égale à la somme des y_has_purchased. Cela revient à résoudre : \n", + "\n", + "\\begin{equation}\n", + "\\sum_{i}{\\frac{\\frac{\\hat{p(x_i)}}{1-\\hat{p(x_i)}}}{B+\\frac{\\hat{p(x_i)}}{1-\\hat{p(x_i)}}}} = \\sum_{i}{Y_i}\n", + "\\end{equation}\n", + "\n", + "C'est ce que fait la fonction find_bias. \n", + "\n", + "Note sur les notations : \\\n", + "$\\hat{p(x_i)}$ correspond à ce qu'on appelle le score et $p(x_i)$ à ce qu'on appellera le score adjusted" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "f0379536-a6c5-4b16-bde5-d0319ec1b140", + "metadata": {}, + "outputs": [], + "source": [ + "# compute adjusted score from odd ratios (cf formula above)\n", + "def adjusted_score(odd_ratio, bias) :\n", + " adjusted_score = odd_ratio/(bias+odd_ratio)\n", + " return adjusted_score" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "32a0dfd0-f49d-4785-a56f-706d381bfe41", + "metadata": {}, + "outputs": [], + "source": [ + "# when the score is 1 we cannot compute the odd ratio, so we adjust scores equal to 1\n", + "# we set the second best score instead\n", + "\n", + "def adjust_score_1(score) :\n", + " second_best_score = np.array([element for element in score if element !=1]).max()\n", + " new_score = np.array([element if element!=1 else second_best_score for element in score]) \n", + " return new_score" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "2dff1def-02df-413e-afce-b4aeaf7752b6", + "metadata": {}, + "outputs": [], + "source": [ + "def odd_ratio(score) :\n", + " return score / (1 - score)" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "683d71fc-7442-4028-869c-49c57592d6e9", + "metadata": {}, + "outputs": [], + "source": [ + "# definition of a function that automatically detects the bias\n", + "\n", + "def find_bias(odd_ratios, y_objective, initial_guess=6) :\n", + " \"\"\"\n", + " results = minimize(lambda bias : (sum([adjusted_score(element, bias) for element in list(odd_ratios)]) - y_objective)**2 ,\n", + " initial_guess , method = \"BFGS\")\n", + "\n", + " estimated_bias = results.x[0]\n", + " \"\"\"\n", + "\n", + " # faster method\n", + " bias_estimated = fsolve(lambda bias : sum([adjusted_score(element, bias) for element in list(odd_ratios)]) - y_objective, x0=6)\n", + " \n", + " return bias_estimated[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "781b0d40-c954-4c54-830a-e709c8667328", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6.172331113516847" + ] + }, + "execution_count": 98, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# computation with the function defined\n", + "\n", + "bias_test_set = find_bias(odd_ratios = odd_ratio(adjust_score_1(X_test_segment[\"score\"])), \n", + " y_objective = y_test[\"y_has_purchased\"].sum(),\n", + " initial_guess=6)\n", + "bias_test_set" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "248cb862-418e-4767-9933-70c4885ecf40", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6.070461139075353" + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# comparison with bias of the train set\n", + "X_train_score = logit_cv.predict_proba(X_train)[:, 1]\n", + "\n", + "bias_train_set = find_bias(odd_ratios = odd_ratio(adjust_score_1(X_train_score)), \n", + " y_objective = y_train[\"y_has_purchased\"].sum(),\n", + " initial_guess=6)\n", + "bias_train_set" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "fff6cbe6-7bb3-4732-9b81-b9ac5383bbcf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "betâ test - betâ train = 0.016642008368292337\n" + ] + } + ], + "source": [ + "print(\"betâ test - betâ train = \",np.log(bias_test_set/bias_train_set))" + ] + }, + { + "cell_type": "code", + "execution_count": 116, + "id": "f506870d-4a8a-4b2c-8f0b-e0789080b20c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "mean absolute erreur 0.001409799678121875\n" + ] + } + ], + "source": [ + "# impact of considering a bias computed on train set instead of test set - totally neglectable\n", + "\n", + "score_adjusted_test = adjusted_score(odd_ratio(adjust_score_1(X_test_segment[\"score\"])), bias = bias_test_set)\n", + "score_adjusted_train = adjusted_score(odd_ratio(adjust_score_1(X_test_segment[\"score\"])), bias = bias_train_set)\n", + "\n", + "print(\"mean absolute erreur\",abs(score_adjusted_test-score_adjusted_train).mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 117, + "id": "8213d0e4-063b-49fa-90b7-677fc34f4c01", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_620/1825363704.py:7: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " X_test_segment[\"score_adjusted\"] = score_adjusted_train\n" + ] + } + ], + "source": [ + "# adjust scores accordingly \n", + "\n", + "# X_test_segment[\"score_adjusted\"] = adjusted_score(odd_ratio(adjust_score_1(X_test_segment[\"score\"])), bias = bias_test_set)\n", + "\n", + "# actually, we are not supposed to have X_test, so the biais is estimated on X_train\n", + "# X_test_segment[\"score_adjusted\"] = adjusted_score(odd_ratio(adjust_score_1(X_test_segment[\"score\"])), bias = bias_train_set)\n", + "X_test_segment[\"score_adjusted\"] = score_adjusted_train" + ] + }, + { + "cell_type": "code", + "execution_count": 118, + "id": "834d3723-2e72-4c65-9c62-e2d595c69461", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MSE for score : 0.15494387585189107\n", + "MSE for ajusted score : 0.08851697393139933\n", + "sum of y_has_purchased : 13690.0\n", + "sum of adjusted scores : 13825.476109871417\n" + ] + } + ], + "source": [ + "# check \n", + "\n", + "MSE_score = ((X_test_segment[\"score\"]-X_test_segment[\"has_purchased\"])**2).mean()\n", + "MSE_ajusted_score = ((X_test_segment[\"score_adjusted\"]-X_test_segment[\"has_purchased\"])**2).mean()\n", + "print(f\"MSE for score : {MSE_score}\")\n", + "print(f\"MSE for ajusted score : {MSE_ajusted_score}\")\n", + "\n", + "print(\"sum of y_has_purchased :\",y_test[\"y_has_purchased\"].sum())\n", + "print(\"sum of adjusted scores :\", X_test_segment[\"score_adjusted\"].sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 130, + "id": "ed27a165-68d2-44f8-8cec-b12dad2cca5d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "29169.0" + ] + }, + "execution_count": 130, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_test_segment[\"has_purchased_estim\"].sum()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "761146b7-3d0d-44b1-8b91-87e6d54f1626", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 119, + "id": "9f30a4dd-a9d8-405a-a7d5-5324ae88cf70", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MAE for score : 0.32116357895490416\n", + "MAE for adjusted score : 0.17359227315595824\n" + ] + } + ], + "source": [ + "# mean absolute error - divided by 2 with out method\n", + "\n", + "MAE_score = abs(X_test_segment[\"score\"]-X_test_segment[\"has_purchased\"]).mean()\n", + "MAE_ajusted_score = abs(X_test_segment[\"score_adjusted\"]-X_test_segment[\"has_purchased\"]).mean()\n", + "print(f\"MAE for score : {MAE_score}\")\n", + "print(f\"MAE for adjusted score : {MAE_ajusted_score}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 208, + "id": "6f9396db-e213-408c-a596-eaeec3bc79f3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# visualization\n", + "\n", + "# histogramme des probas et des probas ajustées\n", + "\n", + "def plot_comp_scores(df, score, score_adjusted) :\n", + "\n", + " plt.figure()\n", + " plt.hist(df[score], label = \"score\", alpha=0.6)\n", + " plt.hist(df[score_adjusted], label=\"adjusted score\", alpha=0.6)\n", + " plt.legend()\n", + " plt.xlabel(\"probability of a future purchase\")\n", + " plt.ylabel(\"count\")\n", + " plt.title(\"Comparison between score and adjusted score\")\n", + " plt.show()\n", + "\n", + "plot_comp_scores(X_test_segment, score = \"score\", score_adjusted = \"score_adjusted\")" + ] + }, + { + "cell_type": "markdown", + "id": "e6fae260-fab8-4f51-90dc-9b6d7314c77b", + "metadata": {}, + "source": [ + "## Compute number of tickets and CA by segment with the recalibrated score" + ] + }, + { + "cell_type": "code", + "execution_count": 121, + "id": "c618cebc-c295-47f7-bd76-b7e18778a17c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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96096 rows × 26 columns

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" + ], + "text/plain": [ + " nb_tickets nb_purchases total_amount nb_suppliers \\\n", + "0 4.0 1.0 100.00 1.0 \n", + "1 1.0 1.0 55.00 1.0 \n", + "2 17.0 1.0 80.00 1.0 \n", + "3 4.0 1.0 120.00 1.0 \n", + "4 34.0 2.0 416.00 1.0 \n", + "... ... ... ... ... \n", + "96091 1.0 1.0 67.31 1.0 \n", + "96092 1.0 1.0 61.41 1.0 \n", + "96093 0.0 0.0 0.00 0.0 \n", + "96094 1.0 1.0 79.43 1.0 \n", + "96095 0.0 0.0 0.00 0.0 \n", + "\n", + " vente_internet_max purchase_date_min purchase_date_max \\\n", + "0 0.0 5.177187 5.177187 \n", + "1 0.0 426.265613 426.265613 \n", + "2 0.0 436.033437 436.033437 \n", + "3 0.0 5.196412 5.196412 \n", + "4 0.0 478.693148 115.631470 \n", + "... ... ... ... \n", + "96091 1.0 278.442257 278.442257 \n", + "96092 1.0 189.207373 189.207373 \n", + "96093 0.0 550.000000 550.000000 \n", + "96094 1.0 279.312905 279.312905 \n", + "96095 0.0 550.000000 550.000000 \n", + "\n", + " time_between_purchase nb_tickets_internet fidelity ... \\\n", + "0 0.000000 0.0 1 ... \n", + "1 0.000000 0.0 2 ... \n", + "2 0.000000 0.0 2 ... \n", + "3 0.000000 0.0 1 ... \n", + "4 363.061678 0.0 4 ... \n", + "... ... ... ... ... \n", + "96091 0.000000 1.0 2 ... \n", + "96092 0.000000 1.0 1 ... \n", + "96093 -1.000000 0.0 1 ... \n", + "96094 0.000000 1.0 1 ... \n", + "96095 -1.000000 0.0 2 ... \n", + "\n", + " nb_campaigns_opened has_purchased has_purchased_estim score \\\n", + "0 0.0 0.0 1.0 0.657671 \n", + "1 0.0 1.0 0.0 0.266538 \n", + "2 0.0 0.0 0.0 0.214668 \n", + "3 0.0 0.0 1.0 0.657770 \n", + "4 0.0 1.0 1.0 0.894173 \n", + "... ... ... ... ... \n", + "96091 5.0 1.0 1.0 0.623551 \n", + "96092 9.0 0.0 1.0 0.682521 \n", + "96093 3.0 0.0 0.0 0.117192 \n", + "96094 4.0 0.0 1.0 0.625185 \n", + "96095 4.0 0.0 0.0 0.319585 \n", + "\n", + " quartile score_adjusted nb_tickets_projected total_amount_projected \\\n", + "0 3 0.240397 2.666667 66.666667 \n", + "1 2 0.056482 0.666667 36.666667 \n", + "2 1 0.043089 11.333333 53.333333 \n", + "3 3 0.240478 2.666667 80.000000 \n", + "4 4 0.581920 22.666667 277.333333 \n", + "... ... ... ... ... \n", + "96091 3 0.214369 0.666667 44.873333 \n", + "96092 3 0.261526 0.666667 40.940000 \n", + "96093 1 0.021400 0.000000 0.000000 \n", + "96094 3 0.215545 0.666667 52.953333 \n", + "96095 2 0.071817 0.000000 0.000000 \n", + "\n", + " nb_tickets_expected total_amount_expected \n", + "0 0.641059 16.026472 \n", + "1 0.037655 2.071006 \n", + "2 0.488340 2.298068 \n", + "3 0.641273 19.238202 \n", + "4 13.190183 161.385771 \n", + "... ... ... \n", + "96091 0.142913 9.619467 \n", + "96092 0.174351 10.706885 \n", + "96093 0.000000 0.000000 \n", + "96094 0.143697 11.413840 \n", + "96095 0.000000 0.000000 \n", + "\n", + "[96096 rows x 26 columns]" + ] + }, + "execution_count": 127, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_test_segment = project_tickets_CA (X_test_segment, \"nb_tickets\", \"total_amount\", \"score_adjusted\", duration_ref=1.5, duration_projection=1)\n", + "X_test_segment" + ] + }, + { + "cell_type": "code", + "execution_count": 135, + "id": "5bf8def7-d6f3-4b5b-a656-d61f6dca9536", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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nb_ticketsnb_purchasestotal_amountnb_suppliersvente_internet_maxpurchase_date_minpurchase_date_maxtime_between_purchasenb_tickets_internetfidelity...nb_campaigns_openedhas_purchasedhas_purchased_estimscorequartilescore_adjustednb_tickets_projectedtotal_amount_projectednb_tickets_expectedtotal_amount_expected
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11.01.055.001.00.0426.265613426.2656130.0000000.02...0.01.00.00.26653820.0564820.66666736.6666670.0376552.071006
217.01.080.001.00.0436.033437436.0334370.0000000.02...0.00.00.00.21466810.04308911.33333353.3333330.4883402.298068
34.01.0120.001.00.05.1964125.1964120.0000000.01...0.00.01.00.65777030.2404782.66666780.0000000.64127319.238202
434.02.0416.001.00.0478.693148115.631470363.0616780.04...0.01.01.00.89417340.58192022.666667277.33333313.190183161.385771
..................................................................
960911.01.067.311.01.0278.442257278.4422570.0000001.02...5.01.01.00.62355130.2143690.66666744.8733330.1429139.619467
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960950.00.00.000.00.0550.000000550.000000-1.0000000.02...4.00.00.00.31958520.0718170.0000000.0000000.0000000.000000
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96096 rows × 26 columns

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" + ], + "text/plain": [ + " nb_tickets nb_purchases total_amount nb_suppliers \\\n", + "0 4.0 1.0 100.00 1.0 \n", + "1 1.0 1.0 55.00 1.0 \n", + "2 17.0 1.0 80.00 1.0 \n", + "3 4.0 1.0 120.00 1.0 \n", + "4 34.0 2.0 416.00 1.0 \n", + "... ... ... ... ... \n", + "96091 1.0 1.0 67.31 1.0 \n", + "96092 1.0 1.0 61.41 1.0 \n", + "96093 0.0 0.0 0.00 0.0 \n", + "96094 1.0 1.0 79.43 1.0 \n", + "96095 0.0 0.0 0.00 0.0 \n", + "\n", + " vente_internet_max purchase_date_min purchase_date_max \\\n", + "0 0.0 5.177187 5.177187 \n", + "1 0.0 426.265613 426.265613 \n", + "2 0.0 436.033437 436.033437 \n", + "3 0.0 5.196412 5.196412 \n", + "4 0.0 478.693148 115.631470 \n", + "... ... ... ... \n", + "96091 1.0 278.442257 278.442257 \n", + "96092 1.0 189.207373 189.207373 \n", + "96093 0.0 550.000000 550.000000 \n", + "96094 1.0 279.312905 279.312905 \n", + "96095 0.0 550.000000 550.000000 \n", + "\n", + " time_between_purchase nb_tickets_internet fidelity ... \\\n", + "0 0.000000 0.0 1 ... \n", + "1 0.000000 0.0 2 ... \n", + "2 0.000000 0.0 2 ... \n", + "3 0.000000 0.0 1 ... \n", + "4 363.061678 0.0 4 ... \n", + "... ... ... ... ... \n", + "96091 0.000000 1.0 2 ... \n", + "96092 0.000000 1.0 1 ... \n", + "96093 -1.000000 0.0 1 ... \n", + "96094 0.000000 1.0 1 ... \n", + "96095 -1.000000 0.0 2 ... \n", + "\n", + " nb_campaigns_opened has_purchased has_purchased_estim score \\\n", + "0 0.0 0.0 1.0 0.657671 \n", + "1 0.0 1.0 0.0 0.266538 \n", + "2 0.0 0.0 0.0 0.214668 \n", + "3 0.0 0.0 1.0 0.657770 \n", + "4 0.0 1.0 1.0 0.894173 \n", + "... ... ... ... ... \n", + "96091 5.0 1.0 1.0 0.623551 \n", + "96092 9.0 0.0 1.0 0.682521 \n", + "96093 3.0 0.0 0.0 0.117192 \n", + "96094 4.0 0.0 1.0 0.625185 \n", + "96095 4.0 0.0 0.0 0.319585 \n", + "\n", + " quartile score_adjusted nb_tickets_projected total_amount_projected \\\n", + "0 3 0.240397 2.666667 66.666667 \n", + "1 2 0.056482 0.666667 36.666667 \n", + "2 1 0.043089 11.333333 53.333333 \n", + "3 3 0.240478 2.666667 80.000000 \n", + "4 4 0.581920 22.666667 277.333333 \n", + "... ... ... ... ... \n", + "96091 3 0.214369 0.666667 44.873333 \n", + "96092 3 0.261526 0.666667 40.940000 \n", + "96093 1 0.021400 0.000000 0.000000 \n", + "96094 3 0.215545 0.666667 52.953333 \n", + "96095 2 0.071817 0.000000 0.000000 \n", + "\n", + " nb_tickets_expected total_amount_expected \n", + "0 0.641059 16.026472 \n", + "1 0.037655 2.071006 \n", + "2 0.488340 2.298068 \n", + "3 0.641273 19.238202 \n", + "4 13.190183 161.385771 \n", + "... ... ... \n", + "96091 0.142913 9.619467 \n", + "96092 0.174351 10.706885 \n", + "96093 0.000000 0.000000 \n", + "96094 0.143697 11.413840 \n", + "96095 0.000000 0.000000 \n", + "\n", + "[96096 rows x 26 columns]" + ] + }, + "execution_count": 135, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_test_segment" + ] + }, + { + "cell_type": "code", + "execution_count": 169, + "id": "78d12889-b310-4eca-8a2a-8f2535c7b2e5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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quartilesizesize_perctnb_tickets_expectedtotal_amount_expectedperct_revenue_recovered
013741038.92982084.7649151.867190e+034.384354
122951730.7161592899.2880917.446102e+049.854069
232013720.95508710876.7866613.442867e+0522.842135
3490329.398934215194.8291049.899418e+0690.107285
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" + ], + "text/plain": [ + " quartile size size_perct nb_tickets_expected total_amount_expected \\\n", + "0 1 37410 38.929820 84.764915 1.867190e+03 \n", + "1 2 29517 30.716159 2899.288091 7.446102e+04 \n", + "2 3 20137 20.955087 10876.786661 3.442867e+05 \n", + "3 4 9032 9.398934 215194.829104 9.899418e+06 \n", + "\n", + " perct_revenue_recovered \n", + "0 4.384354 \n", + "1 9.854069 \n", + "2 22.842135 \n", + "3 90.107285 " + ] + }, + "execution_count": 169, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# compute nb tickets estimated and total amount expected\n", + "X_test_expected_CA = X_test_segment.groupby(\"quartile\")[[\"nb_tickets_expected\", \"total_amount_expected\"]].sum().reset_index()\n", + "\n", + "# number of customers by segment\n", + "X_test_expected_CA.insert(1, \"size\", X_test_segment.groupby(\"quartile\").size().values)\n", + "\n", + "# size in percent of all customers\n", + "X_test_expected_CA.insert(2, \"size_perct\", 100 * X_test_expected_CA[\"size\"]/X_test_expected_CA[\"size\"].sum())\n", + "\n", + "# compute share of CA recovered\n", + "duration_ref=1.5\n", + "duration_projection=1\n", + "duration_ratio=duration_ref/duration_projection\n", + "\n", + "X_test_expected_CA[\"perct_revenue_recovered\"] = 100 * duration_ratio * X_test_expected_CA[\"total_amount_expected\"] / \\\n", + "X_test_segment.groupby(\"quartile\")[\"total_amount\"].sum().values\n", + "\n", + "X_test_expected_CA" + ] + }, + { + "cell_type": "markdown", + "id": "9c471bdd-25c2-420a-a8a1-3add9f003cbc", + "metadata": {}, + "source": [ + "## Just to try, same computation with score instead of score adjusted\n", + "\n", + "seems overestimated : if only 14% of customers come back, how can we recover 22% of the revenue from the segment that is least likely to buy ?? ..." + ] + }, + { + "cell_type": "code", + "execution_count": 201, + "id": "53684a24-1809-465f-8e21-b9295e34582a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_620/3599949626.py:7: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_output[\"nb_tickets_projected\"] = df_output[nb_tickets] / duration_ratio\n", + "/tmp/ipykernel_620/3599949626.py:8: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_output[\"total_amount_projected\"] = df_output[total_amount] / duration_ratio\n", + "/tmp/ipykernel_620/3599949626.py:10: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_output[\"nb_tickets_expected\"] = df_output[score_adjusted] * df_output[\"nb_tickets_projected\"]\n", + "/tmp/ipykernel_620/3599949626.py:11: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_output[\"total_amount_expected\"] = df_output[score_adjusted] * df_output[\"total_amount_projected\"]\n" + ] + }, + { + "data": { + "text/html": [ + "
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quartilesizesize_perctnb_tickets_expectedtotal_amount_expectedperct_revenue_recovered
013741038.929820419.7579189.245081e+0321.708404
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232013720.95508729997.8547319.547519e+0563.344224
3490329.398934244655.8211951.073601e+0797.722201
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" + ], + "text/plain": [ + " quartile size size_perct nb_tickets_expected total_amount_expected \\\n", + "0 1 37410 38.929820 419.757918 9.245081e+03 \n", + "1 2 29517 30.716159 11549.060736 2.965220e+05 \n", + "2 3 20137 20.955087 29997.854731 9.547519e+05 \n", + "3 4 9032 9.398934 244655.821195 1.073601e+07 \n", + "\n", + " perct_revenue_recovered \n", + "0 21.708404 \n", + "1 39.241320 \n", + "2 63.344224 \n", + "3 97.722201 " + ] + }, + "execution_count": 201, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_test_segment_bis = project_tickets_CA (X_test_segment, \"nb_tickets\", \"total_amount\", \"score\", duration_ref=1.5, duration_projection=1)\n", + "\n", + "# compute nb tickets estimated and total amount expected\n", + "X_test_expected_CA_bis = X_test_segment_bis.groupby(\"quartile\")[[\"nb_tickets_expected\", \"total_amount_expected\"]].sum().reset_index()\n", + "\n", + "# number of customers by segment\n", + "X_test_expected_CA_bis.insert(1, \"size\", X_test_segment_bis.groupby(\"quartile\").size().values)\n", + "\n", + "# size in percent of all customers\n", + "X_test_expected_CA_bis.insert(2, \"size_perct\", 100 * X_test_expected_CA_bis[\"size\"]/X_test_expected_CA_bis[\"size\"].sum())\n", + "\n", + "# compute share of CA recovered\n", + "duration_ref=1.5\n", + "duration_projection=1\n", + "duration_ratio=duration_ref/duration_projection\n", + "\n", + "X_test_expected_CA_bis[\"perct_revenue_recovered\"] = 100 * duration_ratio * X_test_expected_CA_bis[\"total_amount_expected\"] / \\\n", + "X_test_segment_bis.groupby(\"quartile\")[\"total_amount\"].sum().values\n", + "\n", + "X_test_expected_CA_bis" + ] + }, + { + "cell_type": "code", + "execution_count": 203, + "id": "7dc66d1e-da03-4513-96e4-d9a43ac0a2c8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "overall share of revenue recovered : 90.26 %\n" + ] + } + ], + "source": [ + "print(\"overall share of revenue recovered : \", round(100 * duration_ratio * X_test_expected_CA_bis[\"total_amount_expected\"].sum() / \\\n", + "X_test_segment_bis[\"total_amount\"].sum(),2), \"%\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "67cc9c5c-fff2-4d3c-8bfc-b59e06fa6e3a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "aab045f6-81a1-4c02-9724-eec32b30a355", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "673f2969-7b9a-44c1-abf5-5679fca877ce", + "metadata": {}, + "source": [ + "## Last pieces of analysis" + ] + }, + { + "cell_type": "code", + "execution_count": 161, + "id": "2365bb13-0f3f-49d5-bf91-52c92abebcee", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "overall share of revenue recovered : 77.64%\n" + ] + } + ], + "source": [ + "# global revenue recovered\n", + "global_revenue_recovered = round(100 * duration_ratio * X_test_expected_CA[\"total_amount_expected\"].sum() / \\\n", + "X_test_segment[\"total_amount\"].sum(),2)\n", + "print(f\"overall share of revenue recovered : {global_revenue_recovered}%\")" + ] + }, + { + "cell_type": "code", + "execution_count": 163, + "id": "16b17f35-57dd-459a-8989-129143dc0952", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 0.018093\n", + "1 0.721519\n", + "2 3.336101\n", + "3 95.924287\n", + "Name: total_amount_expected, dtype: float64" + ] + }, + "execution_count": 163, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "100 * X_test_expected_CA[\"total_amount_expected\"]/X_test_expected_CA[\"total_amount_expected\"].sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 166, + "id": "dee4a200-eefe-4377-8e80-59ad33edd3c0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "quartile\n", + "1 0.320407\n", + "2 5.685020\n", + "3 11.339715\n", + "4 82.654858\n", + "Name: total_amount, dtype: float64" + ] + }, + "execution_count": 166, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# le segment 4 représente 83% du CA actuel et 96% du CA lié aux anciens clients pour l'année prochaine\n", + "100 * X_test_segment.groupby(\"quartile\")[\"total_amount\"].sum()/X_test_segment[\"total_amount\"].sum()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6a30506c-2175-4efd-b3cb-349ad3aaa3e3", + "metadata": {}, + "outputs": [], + "source": [ + "# graphique - loi de Pareto sur le CA généré\n" + ] + }, + { + "cell_type": "code", + "execution_count": 177, + "id": "c1e6f020-ef18-40b4-bfc1-19f98cb2796e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "count 96096.000000\n", + "mean 207.475735\n", + "std 4720.046248\n", + "min -48831.800000\n", + "25% 0.000000\n", + "50% 0.000000\n", + "75% 60.000000\n", + "max 624890.000000\n", + "Name: total_amount, dtype: float64" + ] + }, + "execution_count": 177, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_test_segment[\"total_amount\"].describe() # total amount négatif ???\n" + ] + }, + { + "cell_type": "code", + "execution_count": 184, + "id": "d301a50e-7c68-40f0-9245-a4eea64c387b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 -4.883180e+04\n", + "1 -6.483180e+04\n", + "2 -7.683860e+04\n", + "3 -8.683860e+04\n", + "4 -9.683860e+04\n", + " ... \n", + "96091 1.802247e+07\n", + "96092 1.839238e+07\n", + "96093 1.877219e+07\n", + "96094 1.931270e+07\n", + "96095 1.993759e+07\n", + "Name: total_amount, Length: 96096, dtype: float64" + ] + }, + "execution_count": 184, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.cumsum(X_test_segment[\"total_amount\"].sort_values()).reset_index()[\"total_amount\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 200, + "id": "864d0206-7f5e-4d33-8f4b-fe685c3bd916", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# graphic for cumulated revenue\n", + "\n", + "plt.figure()\n", + "plt.plot(X_test_segment.index/X_test_segment.index.max(), \n", + " np.cumsum(X_test_segment[\"total_amount\"].sort_values(ascending=False)).values/ \\\n", + " np.sum(X_test_segment[\"total_amount\"]))\n", + "plt.xlabel(\"fraction of customers considered\")\n", + "plt.ylabel(\"cumulated revenue\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 198, + "id": "67981e78-d7a5-432e-b93b-9d0d189f4e5d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "96095" + ] + }, + "execution_count": 198, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "X_test_segment.index.max()" + ] + } + ], + "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": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}