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Fostering Geometric Thinking: A Guide for Teachers, Grades 5-10 » (1st Edition)

Book cover image of Fostering Geometric Thinking: A Guide for Teachers, Grades 5-10 by Mark Driscoll

Authors: Mark Driscoll, Michael Egan, Johannah Nikula, Johannah Nikula, Rachel Wing Dimatteo
ISBN-13: 9780325011486, ISBN-10: 0325011486
Format: Paperback
Publisher: Heinemann
Date Published: October 2007
Edition: 1st Edition

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Author Biography: Mark Driscoll

Mark Driscoll is the author of Fostering Geometric Thinking (2007) and Fostering Algebraic Thinking (1999) and their professional development companions,The Fostering Geometric Thinking Toolkit (2008) and The Fostering Algebraic Thinking Toolkit (2001)-all published by Heinemann. Through Heinemann Professional Development he presents further PD related to math teaching and learning. Mark is Codirector of the Center for Leadership and Learning Communities at Educational Development Center, Inc., where he has directed a range of teacher enhancement, leadership, and materials-development programs. He received his Ph.D. in mathematics (differential geometry) from Washington University in St. Louis and taught mathematics at Logos School, an alternative high school in inner-city St. Louis. He has been a member of the writing team for NCTM's Assessment Standards for School Mathematics and served as Editor of Mathematics Education Leadership, the journal of the National Council of Supervisors of Mathematics, from 2003-2007. Mark has been named the recipient of the Ross Taylor/Glenn Gilbert National Leadership Award from the National Council of Supervisors of Mathematics (NCSM). The award recognizes Mark's contributions to mathematics education over four decades as well as his work at Education Development Center, Inc. (EDC). He is the coauthor of Fostering Geometric Thinking and its accompanying toolkit, and author of Fostering Algebraic Thinking, the book Mathematics Teacher called "an important tool in our collective effort to improve the quality of mathematics instruction."

Rachel Wing DiMatteo is a coauthor of Fostering Geometric Thinking (2007) and its professional development companion, The Fostering Geometric Thinking Toolkit (2008), both published by Heinemann.Shestudied the development of mathematical knowledge while pursuing her Ph.D. in Psychology (cognitive development). Since then Rachel has been involved in the creation of professional development materials that help teachers understand the development of mathematical knowledge in their students.

Johannah Nikula is a coauthor of a number of Heinemann professional development books and staff development materials. Her most recent are Lesson Study in Practice: A Mathematics Staff Development Course (2010) and the companion, A Mathematics Leaders Guide to Lesson Study in Practice (2010). She also coauthored Fostering Geometric Thinking (2007) and its professional development companion, the Fostering Geometric Thinking Toolkit (2008), both published by Heinemann. Her work has focused on professional development for middle and high school mathematics teachers that is grounded in the work of teaching through analysis of artifacts that reveal students' mathematical thinking and through the Japanese lesson-study process.

Michael Egan is a coauthor of Fostering Geometric Thinking (2007) and its professional development companion The Fostering Geometric Thinking Toolkit (2008), both published by Heinemann.Hehas taught middle and high school mathematics since 1995. While he continues to teach adolescents on a part-time basis, his current work focuses on mathematics education research and teacher education.

Book Synopsis

The Trends in International Mathematics and Science Study has shown that American schools have consistently helped students understand algebraic and statistical concepts, leading to high achievement internationally. Now it s time to do the same for geometry. Mark Driscoll, author of the powerful and popular Fostering Algebraic Thinking, takes up the challenge and leads you to new, research-based ways to improve how your students conceptualize and apply geometric ideas.

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