This book is a selection of 15 papers developed by participants in ICME 13 held in Hamburg , presenting insights from the latest research on the andragogy of adult and lifelong learning of mathematics. It also investigates open questions, such as numeracy and mathematics skills, social and psychological influences on learning environments, as well as economic and political demands. The chapters offer examples, while at the same time highlighting important directions for further research. The book is divided into four parts: The first section provides an overview on the concept of "numeracy", and the second focuses on adult students who are learning mathematics; the third part presents a teachers' focus and the final part covers overarching themes. The book is of interest to classroom teachers, university teacher educators, and professional development providers.

This book is a selection of 15 papers developed by participants in ICME 13 held in Hamburg , presenting insights from the latest research on the andragogy of adult and lifelong learning of mathematics. It also investigates open questions, such as numeracy and mathematics skills, social and psychological influences on learning environments, as well as economic and political demands. The chapters offer examples, while at the same time highlighting important directions for further research. The book is divided into four parts: The first section provides an overview on the concept of "numeracy", and the second focuses on adult students who are learning mathematics; the third part presents a teachers' focus and the final part covers overarching themes. The book is of interest to classroom teachers, university teacher educators, and professional development providers.

While there are many areas of focus in mathematics education, there are many good reasons for offering applicable mathematics education in schools. Let us just mention two of the most important reasons. On the one hand, a focus on the practical side of mathematics presents a convincing and motivating answer to the typical student question: 'Why study mathematics?' On the other hand, education policy seems inclined to move in this direction by implementing international testing, curricula and catalogues of skills. The most important feature of this book is that the authors speak directly to you, the mathematics teachers. The authors attempt to draw you into a continuous dialogue about activities you are asked to engage in as learners. You are asked to do something, and through doing and reflecting you will gain first-hand experience of new approaches and materials. In this way, you can learn to teach applicable mathematics to your students using your own experience as learners of applicable mathematics, motivated and supported by the book. Here applicable mathematics education is the phrase we use to describe reality-based mathematics education. Reality-based mathematics relies heavily on problem solving and a positive disposition to engage with mathematics. Modelling reality and simulating selected aspects of reality are other pillars of reality-based mathematics education.

Dieses Sachbuch zeigt Wege zu einem attraktiveren Mathematikunterricht in Beispielen auf, die als Abschlussarbeiten seiner ehemaliger Studenten (und Coautoren) praxiserprobt sind. Das Buch ladt zur Reflexion der eigenen Erfahrungen mit Mathematikunterricht und einer Diskussion daruber ein. Farbige Kasten fordern zur aktiven Teilnahme oder Weiterfuhrung der Projekte auf.

In diesem Essential wird an Beispielen erlautert, wie und mit welchen Herausforderungen gute realitatsbezogene Aufgaben und Unterrichtseinheiten gefunden und genutzt werden koennen. Dabei werden die Leserinnen und Leser immer wieder eingeladen, selbst etwas auszuprobieren.

Modellierungskompetenz ist gefragt Realitatsbezogener Mathematikunterricht, wie er in diesem Buch an 10 aktuellen Beispielen vorgestellt wird, motiviert die SchulerInnen und tragt wesentlich zur Modellierungskompetenz bei. Die Palette der Themen reicht von 3D-Grafik in Computerspielen und Teamtraining im Radsport uber den Weltrekordsprung von F. Baumgartner bis in die Niederungen des Wettbetrugs, von Finanzmathematik uber den Warmetod der Erde zu Genauigkeitsfragen beim Kalender und nicht zuletzt zu Unterrichtsvorschlagen zum funktionalen Denken und zur probabilistischen Modellbildung. Die AutorInnen sind erfahrende LehrerInnen und MathematikdidaktikerInnen, die fur dieses Buch im Mathematikunterricht erfolgreich einsetzbare Unterrichtsvorschlage aufgeschrieben haben.

Dies ist der zweite Band mit "Neuen Materialien fur einen realitatsbezogenen Mathematikunterricht" von ISTRON, einer Gruppe von Lehrenden an Schulen und Hochschulen sowie in der Lehrerbildung tatigen Personen, der innerhalb der Reihe "Realitatsbezuge im Mathematikunterricht" erscheint."