diff --git a/MyIA.AI.Notebooks/ML/DataScienceWithAgents/02-ML-Cours/2.1-Workflow-ML.ipynb b/MyIA.AI.Notebooks/ML/DataScienceWithAgents/02-ML-Cours/2.1-Workflow-ML.ipynb index eec2305269..66f5e0b1ad 100644 --- a/MyIA.AI.Notebooks/ML/DataScienceWithAgents/02-ML-Cours/2.1-Workflow-ML.ipynb +++ b/MyIA.AI.Notebooks/ML/DataScienceWithAgents/02-ML-Cours/2.1-Workflow-ML.ipynb @@ -5,10 +5,10 @@ "id": "10000000", "metadata": { "papermill": { - "duration": 0.003616, - "end_time": "2026-06-25T07:01:16.230060+00:00", + "duration": 0.003226, + "end_time": "2026-09-23T20:30:35.962984+00:00", "exception": false, - "start_time": "2026-06-25T07:01:16.226444+00:00", + "start_time": "2026-09-23T20:30:35.959758+00:00", "status": "completed" }, "tags": [] @@ -45,16 +45,16 @@ "id": "10000001", "metadata": { "execution": { - "iopub.execute_input": "2026-06-25T07:01:16.238906Z", - "iopub.status.busy": "2026-06-25T07:01:16.238906Z", - "iopub.status.idle": "2026-06-25T07:01:18.995371Z", - "shell.execute_reply": "2026-06-25T07:01:18.995371Z" + "iopub.execute_input": "2026-09-23T20:30:35.970224Z", + "iopub.status.busy": "2026-09-23T20:30:35.969931Z", + "iopub.status.idle": "2026-09-23T20:30:37.523614Z", + "shell.execute_reply": "2026-09-23T20:30:37.522856Z" }, "papermill": { - "duration": 2.76277, - "end_time": "2026-06-25T07:01:18.997217+00:00", + "duration": 1.558585, + "end_time": "2026-09-23T20:30:37.524582+00:00", "exception": false, - "start_time": "2026-06-25T07:01:16.234447+00:00", + "start_time": "2026-09-23T20:30:35.965997+00:00", "status": "completed" }, "tags": [] @@ -91,10 +91,10 @@ "id": "10000002", "metadata": { "papermill": { - "duration": 0.002005, - "end_time": "2026-06-25T07:01:19.001743+00:00", + "duration": 0.002827, + "end_time": "2026-09-23T20:30:37.531009+00:00", "exception": false, - "start_time": "2026-06-25T07:01:18.999738+00:00", + "start_time": "2026-09-23T20:30:37.528182+00:00", "status": "completed" }, "tags": [] @@ -124,16 +124,16 @@ "id": "10000003", "metadata": { "execution": { - "iopub.execute_input": "2026-06-25T07:01:19.005757Z", - "iopub.status.busy": "2026-06-25T07:01:19.005757Z", - "iopub.status.idle": "2026-06-25T07:01:19.305056Z", - "shell.execute_reply": "2026-06-25T07:01:19.305056Z" + "iopub.execute_input": "2026-09-23T20:30:37.537860Z", + "iopub.status.busy": "2026-09-23T20:30:37.537511Z", + "iopub.status.idle": "2026-09-23T20:30:37.733198Z", + "shell.execute_reply": "2026-09-23T20:30:37.732508Z" }, "papermill": { - "duration": 0.302317, - "end_time": "2026-06-25T07:01:19.306067+00:00", + "duration": 0.200421, + "end_time": "2026-09-23T20:30:37.734117+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.003750+00:00", + "start_time": "2026-09-23T20:30:37.533696+00:00", "status": "completed" }, "tags": [] @@ -154,7 +154,7 @@ }, { "data": { - "image/png": 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", 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", 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" ] @@ -194,10 +194,10 @@ "id": "10000004", "metadata": { "papermill": { - "duration": 0.005078, - "end_time": "2026-06-25T07:01:19.316139+00:00", + "duration": 0.003443, + "end_time": "2026-09-23T20:30:37.741496+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.311061+00:00", + "start_time": "2026-09-23T20:30:37.738053+00:00", "status": "completed" }, "tags": [] @@ -218,16 +218,16 @@ "id": "10000005", "metadata": { "execution": { - "iopub.execute_input": "2026-06-25T07:01:19.332201Z", - "iopub.status.busy": "2026-06-25T07:01:19.332201Z", - "iopub.status.idle": "2026-06-25T07:01:19.340520Z", - "shell.execute_reply": "2026-06-25T07:01:19.340520Z" + "iopub.execute_input": "2026-09-23T20:30:37.750378Z", + "iopub.status.busy": "2026-09-23T20:30:37.750083Z", + "iopub.status.idle": "2026-09-23T20:30:37.757714Z", + "shell.execute_reply": "2026-09-23T20:30:37.756859Z" }, "papermill": { - "duration": 0.016324, - "end_time": "2026-06-25T07:01:19.340520+00:00", + "duration": 0.013538, + "end_time": "2026-09-23T20:30:37.758587+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.324196+00:00", + "start_time": "2026-09-23T20:30:37.745049+00:00", "status": "completed" }, "tags": [] @@ -262,7 +262,16 @@ { "cell_type": "markdown", "id": "ebc87b17", - "metadata": {}, + "metadata": { + "papermill": { + "duration": 0.003629, + "end_time": "2026-09-23T20:30:37.766095+00:00", + "exception": false, + "start_time": "2026-09-23T20:30:37.762466+00:00", + "status": "completed" + }, + "tags": [] + }, "source": [ "### Lecture du résultat : pourquoi ces deux nombres méritent votre attention\n", "\n", @@ -274,10 +283,10 @@ "id": "10000006", "metadata": { "papermill": { - "duration": 0.0, - "end_time": "2026-06-25T07:01:19.345357+00:00", + "duration": 0.003805, + "end_time": "2026-09-23T20:30:37.773399+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.345357+00:00", + "start_time": "2026-09-23T20:30:37.769594+00:00", "status": "completed" }, "tags": [] @@ -304,16 +313,16 @@ "id": "10000007", "metadata": { "execution": { - "iopub.execute_input": "2026-06-25T07:01:19.349567Z", - "iopub.status.busy": "2026-06-25T07:01:19.349567Z", - "iopub.status.idle": "2026-06-25T07:01:19.360203Z", - "shell.execute_reply": "2026-06-25T07:01:19.360203Z" + "iopub.execute_input": "2026-09-23T20:30:37.784121Z", + "iopub.status.busy": "2026-09-23T20:30:37.783825Z", + "iopub.status.idle": "2026-09-23T20:30:37.788973Z", + "shell.execute_reply": "2026-09-23T20:30:37.788077Z" }, "papermill": { - "duration": 0.010636, - "end_time": "2026-06-25T07:01:19.360203+00:00", + "duration": 0.011861, + "end_time": "2026-09-23T20:30:37.789752+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.349567+00:00", + "start_time": "2026-09-23T20:30:37.777891+00:00", "status": "completed" }, "tags": [] @@ -346,10 +355,10 @@ "id": "10000008", "metadata": { "papermill": { - "duration": 0.0, - "end_time": "2026-06-25T07:01:19.364969+00:00", + "duration": 0.003616, + "end_time": "2026-09-23T20:30:37.797154+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.364969+00:00", + "start_time": "2026-09-23T20:30:37.793538+00:00", "status": "completed" }, "tags": [] @@ -368,16 +377,16 @@ "id": "10000009", "metadata": { "execution": { - "iopub.execute_input": "2026-06-25T07:01:19.364969Z", - "iopub.status.busy": "2026-06-25T07:01:19.364969Z", - "iopub.status.idle": "2026-06-25T07:01:19.384117Z", - "shell.execute_reply": "2026-06-25T07:01:19.384117Z" + "iopub.execute_input": "2026-09-23T20:30:37.805573Z", + "iopub.status.busy": "2026-09-23T20:30:37.805276Z", + "iopub.status.idle": "2026-09-23T20:30:37.813573Z", + "shell.execute_reply": "2026-09-23T20:30:37.812526Z" }, "papermill": { - "duration": 0.019148, - "end_time": "2026-06-25T07:01:19.384117+00:00", + "duration": 0.014138, + "end_time": "2026-09-23T20:30:37.814794+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.364969+00:00", + "start_time": "2026-09-23T20:30:37.800656+00:00", "status": "completed" }, "tags": [] @@ -414,10 +423,10 @@ "id": "1000000a", "metadata": { "papermill": { - "duration": 0.0, - "end_time": "2026-06-25T07:01:19.384117+00:00", + "duration": 0.003386, + "end_time": "2026-09-23T20:30:37.821892+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.384117+00:00", + "start_time": "2026-09-23T20:30:37.818506+00:00", "status": "completed" }, "tags": [] @@ -442,16 +451,16 @@ "id": "1000000b", "metadata": { "execution": { - "iopub.execute_input": "2026-06-25T07:01:19.400269Z", - "iopub.status.busy": "2026-06-25T07:01:19.400269Z", - "iopub.status.idle": "2026-06-25T07:01:19.614114Z", - "shell.execute_reply": "2026-06-25T07:01:19.614114Z" + "iopub.execute_input": "2026-09-23T20:30:37.830880Z", + "iopub.status.busy": "2026-09-23T20:30:37.830590Z", + "iopub.status.idle": "2026-09-23T20:30:37.996614Z", + "shell.execute_reply": "2026-09-23T20:30:37.995928Z" }, "papermill": { - "duration": 0.229997, - "end_time": "2026-06-25T07:01:19.614114+00:00", + "duration": 0.173487, + "end_time": "2026-09-23T20:30:37.998992+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.384117+00:00", + "start_time": "2026-09-23T20:30:37.825505+00:00", "status": "completed" }, "tags": [] @@ -459,7 +468,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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"duration": 0.0, - "end_time": "2026-06-25T07:01:19.701984+00:00", + "duration": 0.004603, + "end_time": "2026-09-23T20:30:38.112104+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.701984+00:00", + "start_time": "2026-09-23T20:30:38.107501+00:00", "status": "completed" }, "tags": [] @@ -747,16 +765,16 @@ "id": "10000013", "metadata": { "execution": { - "iopub.execute_input": "2026-06-25T07:01:19.716825Z", - "iopub.status.busy": "2026-06-25T07:01:19.716825Z", - "iopub.status.idle": "2026-06-25T07:01:19.726332Z", - "shell.execute_reply": "2026-06-25T07:01:19.725620Z" + "iopub.execute_input": "2026-09-23T20:30:38.121914Z", + "iopub.status.busy": "2026-09-23T20:30:38.121632Z", + "iopub.status.idle": "2026-09-23T20:30:38.132810Z", + "shell.execute_reply": "2026-09-23T20:30:38.131531Z" }, "papermill": { - "duration": 0.024895, - "end_time": "2026-06-25T07:01:19.726879+00:00", + "duration": 0.017252, + "end_time": "2026-09-23T20:30:38.133746+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.701984+00:00", + "start_time": "2026-09-23T20:30:38.116494+00:00", "status": "completed" }, "tags": [] @@ -792,22 +810,330 @@ { "cell_type": "markdown", "id": "39883630", - "metadata": {}, + "metadata": { + "papermill": { + "duration": 0.006323, + "end_time": "2026-09-23T20:30:38.145707+00:00", + "exception": false, + "start_time": "2026-09-23T20:30:38.139384+00:00", + "status": "completed" + }, + "tags": [] + }, "source": [ "### Lecture : 0,827 — exactement l'accuracy de l'arbre nu à profondeur 4\n", "\n", "Ce n'est pas une coïncidence, et c'est l'occasion d'une observation honnête : **un arbre de décision est insensible aux changements d'échelle**. Ses seuils de coupure se déplacent avec la mise à l'échelle, mais les partitions de l'espace des caractéristiques restent les mêmes — le `StandardScaler` ne change donc rien pour ce modèle précis. La valeur du `Pipeline` n'est pas ici un gain d'accuracy : c'est la **discipline**. Dès que le modèle deviendra sensible aux échelles (k-NN, régression régularisée, SVM dans les notebooks suivants), ce même pipeline garantira que le scaler est ajusté sur le train seul ; écrit à la main, le réflexe « scaler puis découper » laisserait la moyenne et l'écart-type du test contaminer l'entraînement — une fuite silencieuse qui gonfle l'accuracy mesurée." ] }, + { + "cell_type": "markdown", + "id": "grille-md-intro", + "metadata": { + "papermill": { + "duration": 0.006932, + "end_time": "2026-09-23T20:30:38.159484+00:00", + "exception": false, + "start_time": "2026-09-23T20:30:38.152552+00:00", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## 8. Reculer d'un pas : la grille « Data Science in Context »\n", + "\n", + "Le workflow `split -> fit -> predict -> evaluate` est le **geste** technique central — mais un projet de science des données n'est pas que ce geste. Spector, Norvig, Wiggins et Wing (*Data Science in Context*, 2022 ; « More Than Just Algorithms », *Communications of the ACM* 66(8), 2023) proposent une grille en **sept points** pour interroger n'importe quel projet : données traitables, approche technique, fiabilité, intelligibilité, objectifs clairs, tolérance aux échecs, implications éthiques/juridiques/sociétales.\n", + "\n", + "Appliquons-la **au cas que ce notebook vient d'exécuter** — non pas à la main, mais par une fonction : chaque ligne dira ce que le notebook **couvre**, ce qu'il **tait**, et quel notebook de la série y répond." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "grille-cas-21", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-23T20:30:38.176984Z", + "iopub.status.busy": "2026-09-23T20:30:38.176587Z", + "iopub.status.idle": "2026-09-23T20:30:38.201821Z", + "shell.execute_reply": "2026-09-23T20:30:38.199858Z" + }, + "papermill": { + "duration": 0.036502, + "end_time": "2026-09-23T20:30:38.203359+00:00", + "exception": false, + "start_time": "2026-09-23T20:30:38.166857+00:00", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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couvert icitenu silencieuxoù le voir
point
1. Données traitablesJeu synthétique déterministe (500 obs., 8 caractéristiques, classes quasi équilibrées : 0.52 pour la majoritaire) — reproductible, sans dépendance de fichier.Le nettoyage de données réelles : valeurs manquantes, encodage, et surtout le déséquilibre de classes.2.12-Donnees-Desequilibrees.ipynb
2. Approche techniqueArbre de décision et régression linéaire, workflow fit/predict/evaluate explicite, Pipeline anti-fuite (section 7).Le CHOIX de l'approche : pourquoi un arbre plutôt qu'une forêt ou un k-NN ? Aucune comparaison d'alternatives n'est exécutée.2.4-Arbres-Forets-Ensembles.ipynb
3. FiabilitéHoldout stratifié + mise en garde explicite contre l'argmax fragile (section 5) ; l'écart de généralisation de l'arbre de profondeur 3 est mesuré : 0.101.Une seule découpe train/test : ni validation croisée, ni intervalle de confiance sur la métrique.2.5-Biais-Variance-CV-ROC.ipynb ; 2.5b-Calibration-Probabilites.ipynb
4. IntelligibilitéMétriques définies (accuracy, MAE) et courbes train/test lisibles ; mais fit() reste une boîte noire appelée, pas comprise.Pourquoi un arbre prédit ce qu'il prédit : importance des variables, SHAP, LIME, contrefactuels.2.14-Explicabilite-SHAP-LIME-Contrefactuels.ipynb
5. Objectifs clairsLa tâche et la métrique sont fixées AVANT l'évaluation (classification -> accuracy, régression -> MAE) : pas de métrique choisie après coup.La dérivation du besoin métier vers la tâche ML : qui consomme la prédiction, pour quelle décision, à quel coût d'erreur ? Ce point vit au cadrage du projet, pas dans cette série technique.(hors série 02 : cadrage projet)
6. Tolérance aux échecsLe balayage de complexité rend l'échec VISIBLE : l'accuracy test culmine puis perd 0.053 entre son sommet et la profondeur 25.L'analyse systématique des erreurs : quels exemples sont mal classés, forment-ils des segments cohérents ?2.13-Analyse-Erreurs.ipynb
7. Implications éthiques, juridiques, sociétalesRien — et c'est un fait : données synthétiques, pas de personnes, pas de biais de collecte possible.Sur des données réelles, ce point serait le plus exigeant : équité entre sous-groupes, impact d'un faux négatif selon le profil.2.5c-Equite-Sous-Groupes.ipynb
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" + ], + "text/plain": [ + " couvert ici \\\n", + "point \n", + "1. Données traitables Jeu synthétique déterministe (500 obs., 8 caractéristiques, classes quasi équilibrées : 0.52 pour la majoritaire) — reproductible, sans dépendance de fichier. \n", + "2. Approche technique Arbre de décision et régression linéaire, workflow fit/predict/evaluate explicite, Pipeline anti-fuite (section 7). \n", + "3. Fiabilité Holdout stratifié + mise en garde explicite contre l'argmax fragile (section 5) ; l'écart de généralisation de l'arbre de profondeur 3 est mesuré : 0.101. \n", + "4. Intelligibilité Métriques définies (accuracy, MAE) et courbes train/test lisibles ; mais fit() reste une boîte noire appelée, pas comprise. \n", + "5. Objectifs clairs La tâche et la métrique sont fixées AVANT l'évaluation (classification -> accuracy, régression -> MAE) : pas de métrique choisie après coup. \n", + "6. Tolérance aux échecs Le balayage de complexité rend l'échec VISIBLE : l'accuracy test culmine puis perd 0.053 entre son sommet et la profondeur 25. \n", + "7. Implications éthiques, juridiques, sociétales Rien — et c'est un fait : données synthétiques, pas de personnes, pas de biais de collecte possible. \n", + "\n", + " tenu silencieux \\\n", + "point \n", + "1. Données traitables Le nettoyage de données réelles : valeurs manquantes, encodage, et surtout le déséquilibre de classes. \n", + "2. Approche technique Le CHOIX de l'approche : pourquoi un arbre plutôt qu'une forêt ou un k-NN ? Aucune comparaison d'alternatives n'est exécutée. \n", + "3. Fiabilité Une seule découpe train/test : ni validation croisée, ni intervalle de confiance sur la métrique. \n", + "4. Intelligibilité Pourquoi un arbre prédit ce qu'il prédit : importance des variables, SHAP, LIME, contrefactuels. \n", + "5. Objectifs clairs La dérivation du besoin métier vers la tâche ML : qui consomme la prédiction, pour quelle décision, à quel coût d'erreur ? Ce point vit au cadrage du projet, pas dans cette série technique. \n", + "6. Tolérance aux échecs L'analyse systématique des erreurs : quels exemples sont mal classés, forment-ils des segments cohérents ? \n", + "7. Implications éthiques, juridiques, sociétales Sur des données réelles, ce point serait le plus exigeant : équité entre sous-groupes, impact d'un faux négatif selon le profil. \n", + "\n", + " où le voir \n", + "point \n", + "1. Données traitables 2.12-Donnees-Desequilibrees.ipynb \n", + "2. Approche technique 2.4-Arbres-Forets-Ensembles.ipynb \n", + "3. Fiabilité 2.5-Biais-Variance-CV-ROC.ipynb ; 2.5b-Calibration-Probabilites.ipynb \n", + "4. Intelligibilité 2.14-Explicabilite-SHAP-LIME-Contrefactuels.ipynb \n", + "5. Objectifs clairs (hors série 02 : cadrage projet) \n", + "6. Tolérance aux échecs 2.13-Analyse-Erreurs.ipynb \n", + "7. Implications éthiques, juridiques, sociétales 2.5c-Equite-Sous-Groupes.ipynb " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Exemple résolu : grille Data Science in Context appliquée au cas de ce notebook\n", + "def grille_contexte(cas):\n", + " \"\"\"Rend la grille à sept points (Spector, Norvig, Wiggins & Wing) pour un cas donné.\n", + "\n", + " cas : dict {1..7: {\"titre\": str, \"couvert\": str, \"tais\": str, \"ref\": str}}\n", + " \"\"\"\n", + " lignes = [\n", + " {\"point\": f\"{num}. {p['titre']}\", \"couvert ici\": p[\"couvert\"],\n", + " \"tenu silencieux\": p[\"tais\"], \"où le voir\": p[\"ref\"]}\n", + " for num, p in sorted(cas.items())\n", + " ]\n", + " return pd.DataFrame(lignes).set_index(\"point\")\n", + "\n", + "# Faits mesurés sur le cas RÉEL de ce notebook (aucune valeur écrite à la main)\n", + "prop_majoritaire = float(pd.Series(y).value_counts(normalize=True).max())\n", + "ecart_arbre = float(acc_train - acc_test) # arbre de profondeur 3 (section 4)\n", + "chute_test = float(sweep[\"accuracy_test\"].max() - sweep[\"accuracy_test\"].iloc[-1])\n", + "\n", + "cas_21 = {\n", + " 1: {\"titre\": \"Données traitables\",\n", + " \"couvert\": f\"Jeu synthétique déterministe (500 obs., 8 caractéristiques, classes quasi équilibrées : {prop_majoritaire:.2f} pour la majoritaire) — reproductible, sans dépendance de fichier.\",\n", + " \"tais\": \"Le nettoyage de données réelles : valeurs manquantes, encodage, et surtout le déséquilibre de classes.\",\n", + " \"ref\": \"2.12-Donnees-Desequilibrees.ipynb\"},\n", + " 2: {\"titre\": \"Approche technique\",\n", + " \"couvert\": \"Arbre de décision et régression linéaire, workflow fit/predict/evaluate explicite, Pipeline anti-fuite (section 7).\",\n", + " \"tais\": \"Le CHOIX de l'approche : pourquoi un arbre plutôt qu'une forêt ou un k-NN ? Aucune comparaison d'alternatives n'est exécutée.\",\n", + " \"ref\": \"2.4-Arbres-Forets-Ensembles.ipynb\"},\n", + " 3: {\"titre\": \"Fiabilité\",\n", + " \"couvert\": f\"Holdout stratifié + mise en garde explicite contre l'argmax fragile (section 5) ; l'écart de généralisation de l'arbre de profondeur 3 est mesuré : {ecart_arbre:.3f}.\",\n", + " \"tais\": \"Une seule découpe train/test : ni validation croisée, ni intervalle de confiance sur la métrique.\",\n", + " \"ref\": \"2.5-Biais-Variance-CV-ROC.ipynb ; 2.5b-Calibration-Probabilites.ipynb\"},\n", + " 4: {\"titre\": \"Intelligibilité\",\n", + " \"couvert\": \"Métriques définies (accuracy, MAE) et courbes train/test lisibles ; mais fit() reste une boîte noire appelée, pas comprise.\",\n", + " \"tais\": \"Pourquoi un arbre prédit ce qu'il prédit : importance des variables, SHAP, LIME, contrefactuels.\",\n", + " \"ref\": \"2.14-Explicabilite-SHAP-LIME-Contrefactuels.ipynb\"},\n", + " 5: {\"titre\": \"Objectifs clairs\",\n", + " \"couvert\": \"La tâche et la métrique sont fixées AVANT l'évaluation (classification -> accuracy, régression -> MAE) : pas de métrique choisie après coup.\",\n", + " \"tais\": \"La dérivation du besoin métier vers la tâche ML : qui consomme la prédiction, pour quelle décision, à quel coût d'erreur ? Ce point vit au cadrage du projet, pas dans cette série technique.\",\n", + " \"ref\": \"(hors série 02 : cadrage projet)\"},\n", + " 6: {\"titre\": \"Tolérance aux échecs\",\n", + " \"couvert\": f\"Le balayage de complexité rend l'échec VISIBLE : l'accuracy test culmine puis perd {chute_test:.3f} entre son sommet et la profondeur 25.\",\n", + " \"tais\": \"L'analyse systématique des erreurs : quels exemples sont mal classés, forment-ils des segments cohérents ?\",\n", + " \"ref\": \"2.13-Analyse-Erreurs.ipynb\"},\n", + " 7: {\"titre\": \"Implications éthiques, juridiques, sociétales\",\n", + " \"couvert\": \"Rien — et c'est un fait : données synthétiques, pas de personnes, pas de biais de collecte possible.\",\n", + " \"tais\": \"Sur des données réelles, ce point serait le plus exigeant : équité entre sous-groupes, impact d'un faux négatif selon le profil.\",\n", + " \"ref\": \"2.5c-Equite-Sous-Groupes.ipynb\"},\n", + "}\n", + "\n", + "with pd.option_context(\"display.max_colwidth\", None):\n", + " display(grille_contexte(cas_21))" + ] + }, + { + "cell_type": "markdown", + "id": "grille-md-lecture", + "metadata": { + "papermill": { + "duration": 0.006298, + "end_time": "2026-09-23T20:30:38.214839+00:00", + "exception": false, + "start_time": "2026-09-23T20:30:38.208541+00:00", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "### Lecture de la grille : les trous sont le résultat\n", + "\n", + "Deux lignes parlent plus que les autres. Le **point 7 est vide** — et c'est honnête : sur des données synthétiques, il n'y a personne à léser ; mais le réflexe doit être pris AVANT les données réelles, où ce point devient le plus exigeant ([2.5c-Equite-Sous-Groupes](2.5c-Equite-Sous-Groupes.ipynb)). Le **point 5** n'est couvert qu'à moitié : fixer la métrique avant l'évaluation est une discipline que ce notebook tient ; la dérivation du besoin métier vers la tâche ML ne vit dans aucun notebook de la série — c'est un cadrage de projet, pas un geste technique.\n", + "\n", + "La grille ne dit pas que ce notebook est incomplet : elle dit **où continuer** — [2.12](2.12-Donnees-Desequilibrees.ipynb) pour les données réelles déséquilibrées, [2.5](2.5-Biais-Variance-CV-ROC.ipynb) pour la fiabilité multi-découpes, [2.13](2.13-Analyse-Erreurs.ipynb) pour l'analyse d'erreurs, [2.14](2.14-Explicabilite-SHAP-LIME-Contrefactuels.ipynb) pour l'intelligibilité." + ] + }, + { + "cell_type": "markdown", + "id": "exo4-md", + "metadata": { + "papermill": { + "duration": 0.004635, + "end_time": "2026-09-23T20:30:38.224141+00:00", + "exception": false, + "start_time": "2026-09-23T20:30:38.219506+00:00", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "### Exercice 4 : la grille sur le second cas de ce notebook\n", + "\n", + "**Contexte.** La section 6 a exécuté un **second cas** : la régression (`make_regression`, `LinearRegression`, MAE). La grille s'applique à tout projet — y compris à ce cas-là.\n", + "\n", + "**Objectif.** Construisez `cas_regression` : le dictionnaire des sept points appliqués au cas régression. Deux lignes au minimum doivent **changer réellement** par rapport à `cas_21` (la métrique n'est plus l'accuracy ; il n'y a pas de `stratify` sur une cible continue). Rendez ensuite la grille avec `grille_contexte(cas_regression)`.\n", + "\n", + "**Indices.**\n", + "\n", + "- *Étape 1* : partir de la structure de `cas_21` (mêmes clés 1..7, mêmes champs `titre`/`couvert`/`tais`/`ref`).\n", + "- *Indice* : pour le point 1, mesurez par exemple l'étendue de la cible : `float(yr.max() - yr.min())`.\n", + "- *Indice* : pour le point 3, le holdout de la régression n'est PAS stratifié — pourquoi ?" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "exo4-stub", + "metadata": { + "execution": { + "iopub.execute_input": "2026-09-23T20:30:38.235202Z", + "iopub.status.busy": "2026-09-23T20:30:38.234925Z", + "iopub.status.idle": "2026-09-23T20:30:38.239894Z", + "shell.execute_reply": "2026-09-23T20:30:38.238923Z" + }, + "papermill": { + "duration": 0.011528, + "end_time": "2026-09-23T20:30:38.240791+00:00", + "exception": false, + "start_time": "2026-09-23T20:30:38.229263+00:00", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Exercice 4 a completer : appliquer la grille au cas regression (metrique, donnees, fiabilite...)\n" + ] + } + ], + "source": [ + "# Exercice 4 : grille appliquée au cas régression de la section 6\n", + "# TODO etudiant : construire le dict des 7 points pour le cas (Xr, yr, modele_reg, mae)\n", + "cas_regression = None # TODO etudiant : remplacer (dict {1..7: {\"titre\", \"couvert\", \"tais\", \"ref\"}})\n", + "\n", + "if cas_regression is None:\n", + " print(\"Exercice 4 a completer : appliquer la grille au cas regression (metrique, donnees, fiabilite...)\")\n", + "else:\n", + " print(grille_contexte(cas_regression))" + ] + }, { "cell_type": "markdown", "id": "10000014", "metadata": { "papermill": { - "duration": 0.002551, - "end_time": "2026-06-25T07:01:19.733188+00:00", + "duration": 0.00606, + "end_time": "2026-09-23T20:30:38.255011+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.730637+00:00", + "start_time": "2026-09-23T20:30:38.248951+00:00", "status": "completed" }, "tags": [] @@ -831,10 +1157,10 @@ "id": "10000015", "metadata": { "papermill": { - "duration": 0.0, - "end_time": "2026-06-25T07:01:19.733188+00:00", + "duration": 0.004333, + "end_time": "2026-09-23T20:30:38.263957+00:00", "exception": false, - "start_time": "2026-06-25T07:01:19.733188+00:00", + "start_time": "2026-09-23T20:30:38.259624+00:00", "status": "completed" }, "tags": [] @@ -851,6 +1177,23 @@ } ], "metadata": { + "cost": { + "api_provider": "none", + "api_usd_est": 0.0, + "cpu_min": 2, + "external_account": "none", + "free_alternative": "self", + "gpu_min": 0, + "gpu_required": false, + "metadata_written": "2026-07-23T13:00Z", + "network": false, + "notes": "Workflow ML complet (split train/test -> fit -> predict -> evaluate)\nsur donnees synthetiques sklearn (make_classification + make_regression).\nDemo numpy + scikit-learn (DecisionTreeClassifier, LinearRegression).\nAucun GPU requis. Mode interactif recommande pour explorer le pipeline.", + "reduced_pedagogical": "self", + "reproducibility": "HIGH", + "validator": "papermill", + "vram_gb": 0, + "vram_tier": "LITE" + }, "kernelspec": { "display_name": "Python 3", "language": "python", @@ -866,38 +1209,21 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.13" + "version": "3.13.15" }, "papermill": { "default_parameters": {}, - "duration": 6.34712, - "end_time": "2026-06-25T07:01:20.185019+00:00", + "duration": 4.100799, + "end_time": "2026-09-23T20:30:38.957684+00:00", "environment_variables": {}, "exception": null, "input_path": "2.1-Workflow-ML.ipynb", "output_path": "2.1-Workflow-ML.ipynb", "parameters": {}, - "start_time": "2026-06-25T07:01:13.837899+00:00", + "start_time": "2026-09-23T20:30:34.856885+00:00", "version": "2.7.0" - }, - "cost": { - "api_usd_est": 0.0, - "api_provider": "none", - "cpu_min": 2, - "gpu_min": 0, - "gpu_required": false, - "vram_gb": 0, - "vram_tier": "LITE", - "network": false, - "external_account": "none", - "free_alternative": "self", - "reduced_pedagogical": "self", - "reproducibility": "HIGH", - "metadata_written": "2026-07-23T13:00Z", - "validator": "papermill", - "notes": "Workflow ML complet (split train/test -> fit -> predict -> evaluate)\nsur donnees synthetiques sklearn (make_classification + make_regression).\nDemo numpy + scikit-learn (DecisionTreeClassifier, LinearRegression).\nAucun GPU requis. Mode interactif recommande pour explorer le pipeline." } }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file