自主性与生殖:显性教学模式下学习问题的教学视角

Jean-Luc Bilodeau
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引用次数: 0

摘要

本文对魁北克科学著作中描述的显性教学模式进行了分析,并对有效教学实践进行了研究。首先,作者从教学情境理论和科尼利厄斯·卡斯特里亚迪斯的自主性理论出发,提出了一个理论视角。这种理论衔接导致假设学生的创造性活动和他们在数学知识社区的参与是课堂学习过程的组成部分。其次,这一理论视角可以作为分析魁北克某些与教育有效性相关的科学著作所提供的学习解释的基础。这篇文章表明,这些著作作为一种促进某些学习形式的手段,参与了一个过程,在这个过程中,为教育机构做出贡献的主体无法认识到数学知识是他们自己工作的产物。简历:L 'article撕裂帐户一个分析模型的d 'enseignement explicite电话,decrit在ecrits科学化魁北克人过渡群系辅助生物苏尔les检疫efficaces。在总理临时工,l 'auteure介绍一个角度theorique问题de la理论des情况didactiques et de la理论de l 'autonomie德哥尼流Castoriadis。在这一过程中,我们可以清楚地认识到,在社会交往中,我们可以认识到,在社会交往中,我们可以认识到,在社会交往中,我们可以认识到,在社会交往中,我们可以认识到,在社会交往中,我们可以认识到,在社会交往中,我们可以认识到,在社会交往中,我们可以认识到,在社会交往中,我们是有组织的。在此基础上,从不同的角度分析和分析了不同的因素,并提出了不同的因素,如:不同的因素、不同的因素、不同的因素、不同的因素、不同的因素、不同的因素。3 .在某些情况下,如果你是一个成功的人,那么你就是一个成功的人;如果你是一个成功的人,那么你就是一个成功的人;如果你是一个成功的人,那么你就是一个成功的人。摘要:本文对魁北克科学著作中所描述的显性教学模式进行了分析,并对有效教学实践进行了研究。首先,作者从教学情境理论和科尼利厄斯·卡斯特里亚迪斯的自主性理论出发,提出了一个理论视角。这种理论衔接导致假设学生的创造性活动和他们在数学知识社区的参与是课堂学习过程的组成部分。其次,这一理论视角可以作为分析魁北克某些与教育有效性相关的科学著作所提供的学习解释的基础。这篇文章表明,这些著作作为一种促进某些学习形式的手段,参与了一个过程,在这个过程中,为教育机构做出贡献的主体无法认识到数学知识是他们自己工作的产物。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Autonomie et reproduction : une perspective didactique sur la question de l’apprentissage dans le modèle d’enseignement explicite
This paper presents an analysis of the explicit teaching model as described in Quebec scientific writings associated with research on effective teaching practices. First, the author presents a theoretical perspective derived from the theory of didactic situations and Cornelius Castoriadis’s theory of autonomy. This theoretical articulation leads to posit the creative activity of students and their participation in the community of mathematical knowledge as constitutive of the learning process in the classroom. Secondly, this theoretical perspective serves as a basis for the analysis of interpretations of learning offered by certain Quebec scientific writings associated with effectiveness in education. The article shows that these writings, as a device promoting certain forms of learning, participate in a process in which subjects who contribute to educational institutions cannot recognize the mathematical knowledge developed as the product of their own work. Résumé : L’article rend compte d’une analyse du modèle d’enseignement explicite tel que décrit dans les écrits scientifiques québécois associés aux recherches sur les pratiques efficaces. Dans un premier temps, l’auteure présente une perspective théorique issue de la théorie des situations didactiques et de la théorie de l’autonomie de Cornelius Castoriadis. Cette articulation théorique amène à poser l’activité de création des élèves et leur participation à la communauté des savoirs mathématiques comme constitutives de l’apprentissage dans la classe. Dans un deuxième temps, cette perspective théorique sert d’assise pour l’analyse des interprétations de l’apprentissage que proposent certains écrits scientifiques québécois associés à l’efficacité en éducation. L’article montre que ces écrits, en tant que dispositif promouvant certaines formes d’apprentissage, participent d’un processus par lequel les sujets qui contribuent aux institutions didactiques ne peuvent reconnaître les connaissances mathématiques élaborées comme le produit de leur propre travail. Abstract : This paper presents an analysis of the explicit teaching model as described in Quebec scientific writings associated with research on effective teaching practices. First, the author presents a theoretical perspective derived from the theory of didactic situations and Cornelius Castoriadis’s theory of autonomy. This theoretical articulation leads to posit the creative activity of students and their participation in the community of mathematical knowledge as constitutive of the learning process in the classroom. Secondly, this theoretical perspective serves as a basis for the analysis of interpretations of learning offered by certain Quebec scientific writings associated with effectiveness in education. The article shows that these writings, as a device promoting certain forms of learning, participate in a process in which subjects who contribute to educational institutions cannot recognize the mathematical knowledge developed as the product of their own work.
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