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Wie kooperatives Lernen im inklusiven Unterricht gelingt
Ilka Gummels stellt sich den Herausforderungen an das kooperative Lernen im inklusiven Mathematikunterricht der dritten und vierten Jahrgangsstufe, wofür sie eine kooperative Lernumgebung im Teilgebiet der Arithmetik entwickelt hat. In sich wiederholenden Schleifen aus Erprobung und Überarbeitung wurde die Lernumgebung an die Anforderungen der Praxis angepasst. Auf diese Weise werden tiefere Einsichten in die Schwierigkeiten, aber auch in die Potenziale kooperativen Lernens eröffnet und zugleich eine erfolgreiche Lernumgebung präsentiert. Dieses Buch liefert wertvolle Hinweise für eine praxistaugliche Lernumgebung, die im Sinne des Inklusionsverständnisses ein gemeinsames Lernen am selben Lerngegenstand sowie eine individuelle Förderung der Schulkinder ermöglicht, welche darüber hinaus nicht nur im Mathematikunterricht umgesetzt werden können.
Inklusiver Mathematikunterricht
Lehrerinnen und Lehrern an deutschen Schulen fehlt es an Unterstützung, um ihren Fachunterricht inklusiv zu planen und durchzuführen. Für das Unterrichtsfach Mathematik in der Primarstufe hat Johanna Herkenhoff daher mit dem Design-Based-Research-Ansatz ein theoriebasiertes und praxiserprobtes Planungsinstrument entwickelt und optimiert. Dieses enthält Merkmale und Indikatoren guten inklusiven Mathematikunterrichts, integriert wichtige didaktische Prinzipien und gilt durch die mehrphasige Weiterentwicklung mit Mathematiklehrern und -lehrerinnen als praxistauglich.
Werkstatt Inklusion
Mit der 'Qualitätsoffensive Lehrerbildung' unterstützen Bund und Länder die Weiterentwicklung der Lehrerbildung in Deutschland mit dem Ziel, deren Qualität und Attraktivität zu steigern. Mit einem Aspekt dieser Weiterentwicklung beschäftigt sich auch die Universität Vechta in ihrem Projekt 'BRIDGES - Brücken bauen, initiieren und gestalten': der stärkeren Berücksichtigung von Heterogenität und Inklusion. Als Teilprojekt des im Rahmen der Qualitätsoffensive geförderten Projekts BRIDGES arbeitet die Werkstatt Inklusion an der Erforschung, Entwicklung und Dokumentation von Lernumgebungen und didaktischen Konzepten für den inklusiven (Fach-)Unterricht. In der Werkstatt Inklusion ar...
Children’s Concepts of Well-being
This book presents a range of innovative analytical frameworks that can be used to approach the complexities of children’s understandings and experiences of well-being in a locally oriented, context-sensitive and multi-nationally comparative way. It addresses the challenges of undertaking research on children’s understandings of well-being from a multi-national qualitative perspective. Chapters in the book present results that show how children from various places all over the world conceptualize and experience well-being as well as how this is linked local, regional and national social, political and cultural contexts.
Engaging Learners with Chemistry
Many projects in recent years have applied context-based learning and engagement tools to the fostering of long-term student engagement with chemistry. While empirical evidence shows the positive effects of context-based learning approaches on students’ interest, the long-term effects on student engagement have not been sufficiently highlighted up to now. Edited by respected chemistry education researchers, and with contributions from practitioners across the world, Engaging Learners with Chemistry sets out the approaches that have been successfully tested and implemented according to different criteria, including informative, interactive, and participatory engagement, while also considering citizenship and career perspectives. Bringing together the latest research in one volume, this book will be useful for chemistry teachers, researchers in chemistry education and professionals in the chemical industry seeking to attract students to careers in the chemical sector.
Information Geometry
The book provides a comprehensive introduction and a novel mathematical foundation of the field of information geometry with complete proofs and detailed background material on measure theory, Riemannian geometry and Banach space theory. Parametrised measure models are defined as fundamental geometric objects, which can be both finite or infinite dimensional. Based on these models, canonical tensor fields are introduced and further studied, including the Fisher metric and the Amari-Chentsov tensor, and embeddings of statistical manifolds are investigated. This novel foundation then leads to application highlights, such as generalizations and extensions of the classical uniqueness result of Chentsov or the Cramér-Rao inequality. Additionally, several new application fields of information geometry are highlighted, for instance hierarchical and graphical models, complexity theory, population genetics, or Markov Chain Monte Carlo. The book will be of interest to mathematicians who are interested in geometry, information theory, or the foundations of statistics, to statisticians as well as to scientists interested in the mathematical foundations of complex systems.
Childhood, Youth and Migration
This book shows the different ways in which migration matters in the context of global and local childhood and youth. Furthermore, it highlights that childhood, youth and migration as well as local and global perspectives need to be thought and analyzed together, to address the significant dimensions of social inequality in the context of growing up. Migration as a phenomenon is most often motivated by the search for a better life. Very often children and young people, migrating alone or together with their families, migrate to ameliorate their own or others’ living conditions and seize opportunities for realizing a good life. Today as well as in the past this search for a better life is very often triggered by socio-economic reasons, war or terrorism. Against the backdrop of the topic raised above the book deals with children and young people’s own perspective in countries of migration. It promotes the idea of connecting global and local issues of childhood and youth with a special focus on questions of education. It studies questions of global and local living and highlights living circumstances shaped by patterns of migration and mobility.
Children’s Understandings of Well-being
The book presented here describes an outstanding attempt, not only to include children’s views but to partner with children to develop the concept of well-being and to study the phenomenon as the children understand it. The authors do this by placing the concept of children’s well-being within the existing discourses on the topic and by developing their unique theoretical approach to the concept. Then, and based on what children told them, the authors identify different domains and dimensions of children’s well-being and touch upon its multifaceted nature. The book concludes with drawing research and policy implications from an integrated summary of the study’s findings and lists indicator concepts that present an alternative framework and conceptualisation of well-being from a child standpoint.
Evolution Education Re-considered
This collection presents research-based interventions using existing knowledge to produce new pedagogies to teach evolution to learners more successfully, whether in schools or elsewhere. ‘Success’ here is measured as cognitive gains, as acceptance of evolution or an increased desire to continue to learn about it. Aside from introductory and concluding chapters by the editors, each chapter consists of a research-based intervention intended to enable evolution to be taught successfully; all these interventions have been researched and evaluated by the chapters’ authors and the findings are presented along with discussions of the implications. The result is an important compendium of studies from around the word conducted both inside and outside of school. The volume is unique and provides an essential reference point and platform for future work for the foreseeable future.
