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Le modèle proposé est stochastique et a été testé avec trois scénarios différents. Les résultats montrent l'adaptation dynamique du modèle proposé, les adaptations obtenues aidant le système à évoluer plus rapidement et identifier les faiblesses des apprenants dans les différents niveaux de complexité ainsi que la génération de recommandations pertinentes dans des cas spécifiques pour chaque capacité d'apprenant. +Ce chapitre est divisé en trois parties, la première partie explicite un algorithme de recommandation proposé fondé sur les résultats produits par l'apprenant en temps réel. Une partie de cette proposition est publiée dans Soto \textit{et al.} \cite{Soto2}. C'est un modèle d'adaptation automatique en temps réel d'une séance prédéterminée à l'intérieur du système AI-VT. Dans cette adaptation le processus fait partie d'un modèle global de raisonnement à partir de cas. Le modèle proposé est stochastique et a été testé avec trois scénarios différents. Les résultats montrent l'adaptation dynamique du modèle proposé, les adaptations obtenues aidant le système à évoluer plus rapidement et identifier les faiblesses des apprenants dans les différents niveaux de complexité ainsi que la génération de recommandations pertinentes dans des cas spécifiques pour chaque capacité d'apprenant. Le module mis en œuvre pour AI-VT est classé dans la catégorie des systèmes de recommandation. Les systèmes de recommandation dans les environnements d'apprentissage prennent en compte les exigences, les besoins, le profil, les talents, les intérêts et l'évolution de l'apprenant pour adapter et recommander des ressources ou des exercices dans le but d'améliorer l'acquisition et la maîtrise des concepts et des connaissances en général. L'adaptation de ces systèmes peut être de deux types, l'adaptation de la présentation qui montre aux apprenants des ressources d'étude en fonction de leurs faiblesses et l'adaptation de la navigation qui change la structure du cours en fonction du niveau et du style d'apprentissage de chaque apprenant \cite{MUANGPRATHUB2020e05227}. Les techniques de recommandation sont utiles dans les EIAH car elles peuvent détecter les changements et évoluer vers un état optimal, comme l'algorithme d'échantillonnage de Thompson (TS), qui est un algorithme de type probabiliste appartenant à la catégorie des algorithmes d'apprentissage par renforcement, où l'algorithme choisit au temps $t$ une action $a$ à partir d'un ensemble $A$, obtient une récompense pour l'action $a$ et, en fonction de la valeur de la récompense, ajuste sa stratégie de décision pour choisir au temps $t + 1$ une autre action $a$, dans le but de maximiser la récompense. Il est fondé sur le principe Bayésien, où il y a une distribution de probabilité a priori et avec les données obtenues une distribution de probabilité a posteriori est générée qui vise à maximiser l'estimation de la valeur attendue. Pour la variante de Bernoulli, où la récompense n'a que deux valeurs possibles 0 et 1 ou succès et échec, la distribution de base utilisée est la distribution Beta qui est définie sur [0, 1] et paramétrée par deux valeurs $\alpha$ et $\beta$ \cite{9870279}. -La deuxième partie de ce chapitre présente l'intégration de tous les algorithmes développés et explicités dans les chapitres précédents. Le modèle intégré est appliqué au AI-VT système sur une base de données générée et une base de données réelle. Plusieurs types de test sont exécutés pour montrer que le modèle final permet en effet d'améliorer les capacités d'identification et adaptation. +La deuxième partie de ce chapitre présente l'intégration de tous les algorithmes développés et explicités dans les chapitres précédents. Le modèle intégré est appliqué au système AI-VT sur une base de données générée et une base de données réelle. Plusieurs types de test sont exécutés pour montrer que le modèle final permet en effet d'améliorer les capacités d'identification et adaptation. Les contributions de la deuxième partie sont : \begin{itemize} @@ -31,9 +31,9 @@ Dans la troisième partie seront détaillées les contributions réalisées avec \subsection{Modèle Proposé} -Le modèle proposé, en tant que système de recommandation, prend en compte les notes antérieures des apprenants pour estimer leurs connaissances et leur maîtrise des différentes compétences, sous-compétences et niveaux de complexité au sein du système AI-VT, puis adapte les sessions pour maximiser l'acquisition des connaissances et la maîtrise des différents domaines contenus dans la même compétence définie. Le modèle est conçu comme une modification de l'algorithme d'échantillonnage de Thompson avec l'intégration de l'échantillonnage stratifié pour obtenir l'adaptation. +Le modèle proposé, en tant que système de recommandation, prend en compte les notes antérieures des apprenants pour estimer leurs connaissances et leur maîtrise des différentes compétences, sous-compétences et niveaux de complexité au sein du système AI-VT, puis adapte les séances pour maximiser l'acquisition des connaissances et la maîtrise des différents domaines contenus dans la même compétence définie. Le modèle est conçu comme une modification de l'algorithme d'échantillonnage de Thompson avec l'intégration de l'échantillonnage stratifié pour obtenir l'adaptation. -On utilise la famille Beta de distributions de probabilité pour définir dynamiquement le nouveau niveau de complexité (équation \ref{eqBeta}) inspiré de l'algorithme d'échantillonnage de Thompson. Cette version du modèle permet de recommander des niveaux de complexité non contigus, mais la priorité est de recommander les niveaux dans lesquels des défauts ont été détectés. La paramétrisation initiale de toutes les distributions de probabilité peut forcer le modèle à recommander des niveaux de complexité contigus plus élémentaires. +La famille de distributions de probabilité Betq est utilisée pour définir dynamiquement le nouveau niveau de complexité (équation \ref{eqBeta}) inspiré de l'algorithme d'échantillonnage de Thompson. Cette version du modèle permet de recommander des niveaux de complexité non contigus, mais la priorité est de recommander les niveaux dans lesquels des défauts ont été détectés. La paramétrisation initiale de toutes les distributions de probabilité peut forcer le modèle à recommander des niveaux de complexité contigus plus élémentaires. \begin{equation} B(x, \alpha, \beta) = @@ -68,7 +68,7 @@ $\Delta \beta$&Pas initial du paramètre bêta&$\mathbb{N} \; | \; \Delta \beta $\lambda$&Poids de la pénalisation temporelle&$(0,1) \in \mathbb{R}$\\ $G_c$&Ensemble de $d$ notes dans le niveau de complexité $c$&$\mathbb{R}^d \;, d\in \mathbb{N} \; | \; d>0$\\ $x_c$&Notes moyennes normalisées&$[0, 1] \in \mathbb{R}$\\ -$n_c$&Nombre total de questions dans une session&$\mathbb{N} \; | \; n_c>0$\\ +$n_c$&Nombre total de questions dans une séance&$\mathbb{N} \; | \; n_c>0$\\ $ny_c$&Nombre de questions dans le niveau de complexité $c$&$\mathbb{N} \; | \; 0 Package pdftex.def Info: Figures/LevelsEv.jpg used on input line 695. 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