Description

Book Synopsis
This is Volume 7, Issue 1 2005, a Special Issue of 'Mathematical Thinking and Learning' which looks at Advanced Mathematical Thinking. Opening with a brief history of attempts to characterize advanced mathematical thinking, beginning with the deliberations of the Advanced Mathematical Thinking Working Group of the International Group for the Psychology of Mathematics Education. The articles follow the recurring themes: (a) the distinction between identifying kinds of thinking that might be regarded as advanced at any grade level and taking as advanced any thinking about mathematical topics considered advanced; (b) the utility of characterizing such thinking for integrating the entire curriculum; (c) general tests, or criteria, for identifying advanced mathematical thinking; and (d) an emphasis on advancing mathematical practices.

Table of Contents

Volume 7, Number 1, 2005Contents: A. Selden, J. Selden, Perspectives on Advanced Mathematical Thinking. B.S. Edwards, E. Dubinsky, M.A. McDonald, Advanced Mathematical Thinking. G. Harel, L. Sowder, Advanced Mathematical-Thinking at Any Age: Its Nature and Its Development. C. Rasmussen, M. Zandieh, K. King, A. Teppo, Advancing Mathematical Activity: A Practice-Oriented View of Advanced Mathematical Thinking.

An International Journal Mathematical Thinking

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    A Paperback by John Selden

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      Publisher: Taylor & Francis Ltd (Sales)
      Publication Date: 1/21/2005 12:00:00 AM
      ISBN13: 9780805895056, 978-0805895056
      ISBN10: 0805895051

      Description

      Book Synopsis
      This is Volume 7, Issue 1 2005, a Special Issue of 'Mathematical Thinking and Learning' which looks at Advanced Mathematical Thinking. Opening with a brief history of attempts to characterize advanced mathematical thinking, beginning with the deliberations of the Advanced Mathematical Thinking Working Group of the International Group for the Psychology of Mathematics Education. The articles follow the recurring themes: (a) the distinction between identifying kinds of thinking that might be regarded as advanced at any grade level and taking as advanced any thinking about mathematical topics considered advanced; (b) the utility of characterizing such thinking for integrating the entire curriculum; (c) general tests, or criteria, for identifying advanced mathematical thinking; and (d) an emphasis on advancing mathematical practices.

      Table of Contents

      Volume 7, Number 1, 2005Contents: A. Selden, J. Selden, Perspectives on Advanced Mathematical Thinking. B.S. Edwards, E. Dubinsky, M.A. McDonald, Advanced Mathematical Thinking. G. Harel, L. Sowder, Advanced Mathematical-Thinking at Any Age: Its Nature and Its Development. C. Rasmussen, M. Zandieh, K. King, A. Teppo, Advancing Mathematical Activity: A Practice-Oriented View of Advanced Mathematical Thinking.

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