T�tulo: Trends in Teaching and Learning of Mathematical Modelling: Ictma14 (International Perspectives on the Teaching and Learning of Mathematical Modelling, 1) [Hardcover] [Jun 24, 2011] Kaiser, Gabriele; Blum, Werner; Borromeo Ferri, Rita and Stillman, Gloria
Editor: Springer
Fecha de publicaci�n: 2011
Idioma: Ingl�s
ISBN 10: 9400709099
ISBN 13: 9789400709096
Encuadernaci�n: Encuadernaci�n de tapa dura
Estado: New

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Sinopsis

Series Preface: Gabriele Kaiser and Gloria Stillman.- Chapter 1: Trends in Teaching and Learning of Mathematical Modelling (ICTMA14) - Preface : Gabriele Kaiser, Werner Blum, Rita Borromeo Ferri, Gloria Stillman.- Part I: Modelling from Primary to Upper Secondary School: Findings of Empirical Research.- Chapter 2: Modelling from Primary to Upper Secondary School: Findings of Empirical Research - Overview: Thomas Lingefj�rd.- Chapter 3: Can Modelling be Taught and Learnt? Some Answers from Empirical Research: Werner Blum.- Chapter 4: Can Modelling Be Taught and Learnt? - A Commentary: Marcelo C. Borba.- Chapter 5: Upper Secondary Students’ Handling of Real-World Contexts: Andreas Busse.- Chapter 6: Word Problem Classification: A Promising Modelling Task at the Elementary Level: Dirk de Bock, Kim Vleugels, and Lieven Verschaffel.- Chapter 7: Understanding and Promoting Mathematical Modeling Competencies: An Applied Perspective: George Ekol.- Chapter 8: Secondary Teachers’ Beliefs About Teaching Applications - Design and Selected Results of a Qualitative Case Study: Frank F�rster.- Chapter 9: Secondary Teachers’ Beliefs on Modelling in Geometry and Stochastics: Boris Girnat and Andreas Eichler.- Chapter 10: Examining Mathematising Activities in Modelling Tasks with a Hidden Mathematical Character:Roxana Grigoras, Fco. Javier Garc�a, and Stefan Halverscheid.- Chapter 11: The Sun Hour Project: Thomas Lingefj�rd and Stephanie Meier.- Chapter 12: Mathematical Knowledge Application and Student Difficulties in a Design-Based Interdisciplinary Project: Kit Ee Dawn Ng.- Chapter 13: Evaluation of Teaching Activities with Multi-Variable Functions in Context: Yoshiki Nisawa and Seiji Moriya.- Chapter 14: Mathematical Modelling in Secondary Education: A Case Study: Jos� Ortiz and Aldora Dos Santos.- Chapter 15: Students Overcoming Blockages While Building A Mathematical Model: Exploring A Framework : Sanne Schaap, Pauline Vos, and Martin Goedhart.- Chapter 16: What Did Taiwan Mathematics Teachers Think of Model-Eliciting Activities And Modeling Teaching? : Shih-Yi Yu and Ching-Kuch Chang.- Part II Looking Deeper into Modelling Processes: Studies with a Cognitive Perspective.- Chapter 17: Looking Deeper into Modelling Processes: Studies with a Cognitive Perspective - Overview: Susana Carreira.- Chapter 18: Applying Metacognitive Knowledge and Strategies in Applications and Modelling Tasks at Secondary School: Gloria Stillman.- Chapter 19: Effective Mathematical Modelling without Blockages - A Reaction on some Theoretical and Practical Ideas - A Commentary.- Rita Borromeo Ferri.- Chapter 20: Modelling Tasks: Insight into Mathematical Understanding: Jill P. Brown and Ian Edwards.- Chapter 21: Mathematical Modelling of Daily Life in Adult Education: Focusing on the Notion of Knowledge: Susana Carreira, N�lia Amado, and Filipa Lecoq.- Chapter 22: Students’ Modeling Routes in the Context of Object Manipulation and Experimentation in Mathematics: Susana Carreira and Ana Margarida Baioa.- Chapter 23: Engineering Model Eliciting Activities for Elementary School Students: Nicolas G. Mousoulides and Lyn D. English.- Chapter 24: Project Modelling Routes in 12 to 16-year-old Pupils: Manuel Sol, Joaquin Gim�nez and N�ria Rosich.- Part III: Modelling in Teacher Education.- Chapter 25: Modelling in Teacher Education - Overview: Jill P. Brown.- Chapter 26: Models and Modelling: Perspectives on Teaching and Learning Mathematics for the 21st Century: Helen Doerr and Richard Lesh.- Chapter 27: Mathematical Modelling in a Distance Course for Teachers: Maria Salett Biembengut Hein and Tha�s Mariane Biembengut Faria.- Chapter 28: In-service and Prospective Teachers’ Views about Modelling Tasks in the Mathematics Classroom - Results of a Quantitative Empirical Study: Sebastian Kuntze.- Chapter 29: Pre-service Secondary Mathematics Teachers’ Affinity with using Modelling Tasks in Teaching Years 8-10: Gloria Stillman and

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Gabriele Kaiser is a Professor of Mathematics Education at the University of Hamburg. She holds a master's degree as a teacher for mathematics and humanities and completed her doctorate in mathematics education on applications and modelling. She is Editor-in-Chief of "ZDM -- The International Journal on Mathematics Education (formerly Zentralblatt fuer Didaktik der Mathematik) and since July 2007 she serves as president of the "International Community of Teachers of Modelling and Applications" (ICTMA), an ICMI affiliated Study Group. Werner Blum is a Professor of Mathematics Education at the University of Kassel. He got a Ph.D. in Pure Mathematics in 1970 from the University of Karlsruhe. His main research areas include empirical studies into the teaching and learning of mathematics and the professional knowledge of mathematics teachers, national and international comparative studies (especially PISA), quality development in mathematics teaching as well as applications and modelling in mathematics education. Rita Borromeo Ferri is a Guest Professor of Mathematics Education at the University of Hamburg. She holds a master's degree as a teacher for mathematics and geography and completed her doctorate in mathematics education on mathematical thinking styles and her post-doc study on applications and modelling. She taught several years in school and got a teaching award of the Faculty of Education at University of Hamburg.

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