Handbook on the History of Mathematics Education

Part 1. History and Methodology of the Field.- 1.On historiography of teaching and learning mathematics.- 2.The History of Mathematics Education: Developing a Research Methodology.- Part 2.Mathematics Education in Different Epochs and in Different Regions: Antiquity and the Middle Ages.- 3.Mathematics Education in Antiquity.- 4.Mathematics Education in Oriental Antiquity and the Middle Ages.- 5.Teaching the Mathematical Sciences in Islamic Societies, 8th-17th Centuries.- 6.Mathematics Education in the European Middle Ages.- Part 3.Mathematics Education in Different Epochs and in Different Regions: Pre-Modern Period.- 7.Mathematics Education in Europe in the Pre-Modern Period.- 8.Mathematics Education in East Asia in the Pre-modern Period.- 9.Mathematics Education in the Americas in the Pre-Modern Period.- Part 4.Mathematics Education in Different Epochs and in Different Regions: Modern Period.- 10.Secondary School Mathematics Teaching in Italy from the Early Nineteenth Century to the Mid-Twentieth Century.- 11.Mathematics Education in France: 1800-1980.- 12.Mathematics Education in Germany (Modern Times).- 13.Mathematics Education in the United Kingdom.- 14.Mathematics Education in Spain and Portugal.- 15.Mathematics Education in Russia.- 16.Mathematics Education in the United States and Canada.- 17.Mathematics Education in Latin America.- 18.Mathematics Education in Modern Asia.- 19.Mathematics Education in Africa.- 20.Mathematics Education in Islamic Countries in the Modern Time: Case Study of Tunisia.- Part 5.History of Teaching Mathematical Subjects in School.- 21.History of Teaching Arithmetic.- 22.Notes for a History of the Teaching of Algebra.- 23.History of Teaching Geometry.- 24.History of Teaching Calculus.- 25.History of Teaching Vocational Mathematics.- 26.Mathematics Teaching Practices.- Part 6.Issues and Processes Across Borders.- 27.History of International Cooperation in Mathematics Education.- 28.History of Tools and Technologies in Mathematics

Alexander Karp is a professor of mathematics education at Teachers College, Columbia University. He received his Ph.D. in mathematics education from Herzen Pedagogical University in St. Petersburg, Russia, and also holds a degree from the same university in history and education. Currently, his scholarly interests span several areas, including the history of mathematics education, gifted education, mathematics teacher education, and the theory of mathematical problem solving. He is the managing editor of the International Journal for the History of Mathematics Education and the author of over one hundred publications, including over twenty books. Gert Schubring is a retired member of the Institut für Didaktik der Mathematik, a research institute at Bielefeld University, and at present is visiting professor at the Universidade Federal do Rio de Janeiro (Brazil). His research interests focus on the history of mathematics and the sciences in the eighteenth and nineteenth centuries and their systemic interrelation with social-cultural systems. One of his specializations is history of mathematics education. He has published several books, among which is Conflicts between Generalization, Rigor and Intuition: Number Concepts Underlying the Development of Analysis in 17th-19th Century France and Germany (New York, 2005). He is Chief-Editor of the International Journal for the History of Mathematics Education.

"If you are interested in mathematics education, this book provides a wealth of information. From the teaching of mathematics in antiquity to modern pedagogical practices across international borders, the book presents a compendium of the history of mathematics teaching. ... it is thoroughly referenced the reader is also led to many additional resources. ... As a reference book, this text will be valuable." (Mindy Capaldi, MAA Reviews, maa.org, January, 2016)

"The Handbook on the history of mathematics education ... is a milestone in the historiography of mathematics education. ... The wealth of information that could enable the initiation of new research projects, and the authority of the contributors, are both superb. The book therefore, comes highly recommended; I will certainly be revisiting it many times over. It is a powerful and comprehensive introductionto the field and a must for any serious scholar of this area of intellectual history." (Snezana Lawrence, Educational Studies in Mathematics, Vol. 92, 2016)