Fundamental constructs in mathematics education

著者

書誌事項

Fundamental constructs in mathematics education

edited by John Mason and Sue Johnston-Wilder

RoutledgeFalmer, 2004

  • : hbk
  • : pbk

大学図書館所蔵 件 / 全12件

この図書・雑誌をさがす

注記

Bibliography: p. [313]-330

Includes index

Compilation, original and editorial material, The Open University

内容説明・目次

巻冊次

: hbk ISBN 9780415326971

内容説明

Fundamental Constructs in Mathematics Education is a unique sourcebook crafted from classic texts, research papers and books in mathematics education. Linked together by the editors' narrative, the book provides a fascinating examination of, and insight into, key constructs in mathematics education and how they link together. The choice of constructs is based on (some of) the many constructs which have proved fruitful in research and which have informed choices made by teachers. The book is divided into two parts: learning and teaching. The first part includes views about how people learn - from Plato to Dewey, as well as constructivism, activity theory and French didactiques. The second part includes extracts concerned with initiating, sustaining and bringing to a conclusion learners' work on mathematical tasks. Fundamental Constructs in Mathematics Education provides access to a wide range of constructs in mathematics education and orients the reader towards important original sources.

目次

Introduction Section 1: Activating and analysing learning 1. Probing Thinking 2. Conditions for Learning 3. Analysis of Learning for Informal Teaching 4. Affect in Learning Mathematics 5. Learners' Powers 6. Learning as Action 7. Learning What? Section 2: Guiding and directing learning 8. Teachers' Roles 9. Initiating Mathematical Activity 10. Sustaining Mathematical Activity 11. Concluding Mathematical Activity 12. Having Learned ?
巻冊次

: pbk ISBN 9780415326988

内容説明

Fundamental Constructs in Mathematics Education is a unique sourcebook crafted from classic texts, research papers and books in mathematics education. Linked together by the editors' narrative, the book provides a fascinating examination of, and insight into, key constructs in mathematics education and how they link together. The choice of constructs is based on (some of) the many constructs which have proved fruitful in research and which have informed choices made by teachers. The book is divided into two parts: learning and teaching. The first part includes views about how people learn - from Plato to Dewey, as well as constructivism, activity theory and French didactiques. The second part includes extracts concerned with initiating, sustaining and bringing to a conclusion learners' work on mathematical tasks. Fundamental Constructs in Mathematics Education provides access to a wide range of constructs in mathematics education and orients the reader towards important original sources.

目次

Introduction Section 1: Activating and analysing learning 1. Probing Thinking 2. Conditions for Learning 3. Analysis of Learning for Informal Teaching 4. Affect in Learning Mathematics 5. Learners' Powers 6. Learning as Action 7. Learning What? Section 2: Guiding and directing learning 8. Teachers' Roles 9. Initiating Mathematical Activity 10. Sustaining Mathematical Activity 11. Concluding Mathematical Activity 12. Having Learned ?

「Nielsen BookData」 より

詳細情報

ページトップへ