Conférences UMONS Novembre 2018
6 novembre 2018 : L'enseignement explicite pour gérer l'enseignement-apprentissage : une approche pédagogique qui favorise la réussite du plus grand nombre
27 novembre 2018 : L'enseignement explicite pour gérer les comportements des élèves en classe et dans l'école : pour un milieu de vie sécuritaire favorisant l'enseignement-apprentissage
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)
Nous avons le plaisir de vous inviter à deux conférences du Professeur Bissonnette sur le thème de l’enseignement efficace organisées par l’Institut d’Administration scolaire. Celles-ci se dérouleront les 6 et 27 novembre 2018 à l’Université de Mons (17 Place Warocqué, 7000 Mons, Auditoire Hotyat).
Ces deux conférences seront données par le Professeur Bissonnette (Université TELUQ, Québec), lequel avant de devenir chercheur et expert du sujet a travaillé pendant plus de 25 ans dans des écoles élémentaires et secondaires, ainsi qu’en Centre Jeunesse, en tant qu’enseignant, psychoéducateur et membre d’une équipe de direction. Ces deux conférences complémentaires ont pour but de présenter aux professionnels de l’enseignement (enseignants, directeurs, futurs enseignants, formateurs d’enseignants…) des stratégies concrètes pour mettre en œuvre les grandes fonctions de l’enseignement : la gestion de l’enseignement-apprentissage et la gestion des comportements, qui constituent les deux faces d’une même pièce pour favoriser la réussite du plus grand nombre d’élèves.
La première conférence (6 novembre 2018 de 18h15 à 20h15), intitulée « L’enseignement explicite pour gérer l’enseignement-apprentissage : une approche pédagogique qui favorise la réussite du plus grand nombre », présentera des stratégies concrètes issues de recherches scientifiques de terrain pour mettre en œuvre des pratiques d’enseignement efficaces, c’est-à-dire permettant au plus grand nombre d’élèves de réussir, indépendamment de leurs caractéristiques initiales. Plus particulièrement, elle présentera l’enseignement explicite, une approche pédagogique dont l’efficacité pour développer les compétences des élèves, tant au niveau primaire que secondaire, a été démontrée.
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)
Voir la vidéo sur YouTube
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)
Voir la vidéo sur YouTube
La deuxième conférence (27 novembre 2018 de 18h15 à 20h15), intitulée « L’enseignement explicite pour gérer les comportements des élèves en classe et dans l’école : pour un milieu de vie sécuritaire favorisant l’enseignement-apprentissage », présentera des stratégies concrètes pour gérer efficacement les comportements des élèves en classe et dans l’école. Ces stratégies sont de deux types : préventives et correctives. Ainsi, une gestion efficace des comportements en classe et dans l’école implique la mise en place d’un ensemble d’interventions proactives permettant de prévenir les écarts de conduite des élèves, mais également l’utilisation de stratégies correctives pour intervenir auprès de ceux qui manifestent des écarts de conduite. La gestion des comportements en classe et dans l’école étant un préalable pour que les apprentissages puissent se réaliser, cette conférence est complémentaire à la première.
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)
Voir la vidéo sur YouTube
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)
Voir la vidéo sur YouTube
L'originalité de ces deux conférences réside dans les stratégies proposées qui sont à la fois très concrètes et adaptées au terrain, tout en étant issues de recherches scientifiques rigoureuses.
Pour plus d’informations sur ces conférences, veuillez consulter notre page : umons.ac.be/inas/event L’inscription est gratuite et obligatoire. Elle vous permettra d’être informé(e) des aspects pratiques. Elle se fait en ligne : inas.fikket.com
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