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Assessment in Mathematics Education
This book provides an overview of current research on a variety of topics related to both large-scale and classroom assessment. First, the purposes, traditions and principles of assessment are considered, with particular attention to those common to all levels of assessment and those more connected with either classroom or large-scale assessment. Assessment design based on sound assessment principles is discussed, differentiating between large-scale and classroom assessment, but also examining how the design principles overlap. The focus then shifts to classroom assessment and provides specific examples of assessment strategies, before examining the impact of large-scale assessment on curric...
Questionner l'implicite
Cet ouvrage explore les implicites, les non-dits, les impensés, ... des chercheurs et des recherches en didactiques et en sciences humaines.
International Perspectives on Mathematics Teacher Education
Mathematics teacher education includes the mathematics content teachers need to understand, ways that pedagogical approaches are developed, messages about the nature of mathematics teaching and learning, and interfaces between tertiary preparation and school contexts. Scholars from Sweden, France, Malawi, Singapore, New Zealand, Brazil, the USA, and Canada provide insights for the mathematics education community’s understanding of how teacher educators structure, develop, and implement their respective mathematics teacher education programs. Several themes emerged across the chapters, including: varied approaches to developing culturally responsive pedagogies and/or Indigenous perspectives...
Interdisciplinarity for the 21st Century
Interdisciplinarity has become increasingly important for emergent professions of the 21st century yet there is a dearth of systematic studies aimed at implementing it in the school and university curricula. The Mathematics and its Connections to the Arts and Sciences (MACAS ) group places Mathematics as a vehicle through which deep and meaningful connections can be forged with the Arts and the Sciences and as a means of promoting interdisciplinary and transdisciplinary thinking traits amongst students. The Third International Symposium held by the MACAS group in Moncton, Canada in 2009 included numerous initiatives and ideas for interdisciplinarity that are implementable in both the school and university setting. The chapters in this book cover interdisciplinary links with mathematics found in the domains of culture, art, aesthetics, music, cognition, history, philosophy, engineering, technology and science with contributors from Canada, U.S, Denmark, Germany, Mexico, Iran and Poland amongst others.
Classroom Assessment in Mathematics
This book consists of 13 papers developed by participants in the ICME 13 Topic Study Group 40 on Classroom Assessment. The individual papers discuss various aspects of classroom assessment, focusing particularly on formative assessment as assessment for learning, and are grouped into four main sections: Examples of Classroom Assessment in Action, Technology as a Tool for Classroom Assessment, Statistical Models for Formative Assessment, and Engaging Teachers in Formative Assessment. The book opens with a brief discussion of the use of formative assessment as a critical component of the teaching–learning process and concludes with an overview of lessons learned and ideas for future research. It is of interest to classroom teachers, university teacher educators, professional development providers and school supervisors.
The Didactics of Mathematics: Approaches and Issues
This book, the outcome of a conference organised in 2012 in Paris as a homage to Michèle Artigue, is based on the main component of this event. However, it offers more than a mere reflection of the conference in itself, as various well-known researchers from the field have been invited to summarize the main topics where the importance of Artigue’s contribution is unquestionable. Her multiple interest areas, as a researcher involved in a wider community, give to this volume its unique flavour of diversity. Michèle Artigue (ICMI 2013 Felix Klein Award, CIAEM 2015 Luis Santaló Award) is without doubt one of the most influential researchers nowadays in the field of didactics of mathematics. This influence rests both on the quality of her research and on her constant contribution, since the early 1970s, to the development of the teaching and learning of mathematics. Observing her exemplary professional history, one can witness the emergence, the development, and the main issues of didactics of mathematics as a specific research field.
Une petite mesure de rien du tout
Léa et Anatole se pèsent. Léa et Anatole se mesurent. Pars à la découverte des mesures en suivant Léa et Anatole dans deux adorables petites histoires ! En faisant preuve de logique, les deux enfants vont inventer plusieurs techniques pour savoir qui pèse le plus lourd ou encore se mesurer... Ils apprendront finalement que le plus simple c'est d'utiliser les bons outils ! Une approche ludique et concrète pour aborder les premières notions de mathématiques en toute simplicité !
Les contenus disciplinaires
Quels contenus caractérisent les différentes disciplines ? Quels sont leurs sources et leurs modes de structuration ? Quels problèmes posent-ils aux maitres et aux élèves ? Comment sont-ils mis en scène dans la classe au travers des pratiques d'enseignement ? Comment les acteurs se les approprient-ils ? C'est à ces questions que cet ouvrage tente de répondre en réunissant des contributions issues du 2e colloque de l'Association Internationale pour des Recherches comparatistes en Didactiques qui s'est tenu à Lille en janvier 2011. Il croise ainsi les regards de spécialistes reconnus des différentes disciplines (didactiques du français, des mathématiques, des sciences...) sur les...
Le Centre de Ressources en Langues : vers la modélisation du dispositif d'apprentissage
Les Centres de Ressources en Langues font partie intégrante du paysage universitaire, sans que leurs objectifs ou modalités de fonctionnement n'aient fait l'objet d'un cahier des charges précis dans le cadre d'une politique des langues construite, avec de grandes variantes selon les contextes universitaires.
Enfant en souffrance... élève difficile ?
« La rencontre des mal-aimés ». Par ces premiers mots de la préface, Yves Reuter introduit le lecteur à une rencontre à laquelle est souvent confronté l'enseignant sans le vouloir. Que peut-il faire pour cet élève en qui il sent un enfant en souffrance parce que mal-aimé ?
