This volume contains fourteen papers that were presented at the 2016 Annual Meeting of the Canadian Society for History and Philosophy of Mathematics/La Société Canadienne d’Histoire et de Philosophie des Mathématiques, held at the University of Calgary in Alberta, Canada.
In addition to showcasing rigorously reviewed modern scholarship on an interesting variety of topics in the history and philosophy of mathematics, this meeting also honored the life and work of the logician and philosopher of mathematics Aldo Antonelli (1962-2015). The first four papers in this book are part of that remembrance and have a philosophical focus. Included in these are a discussion of Bolzano’s objections to Kant’s philosophy of mathematics and an examination of the influence of rhetorical and poetic aesthetics on the development of symbols in the 16th and 17th Centuries. The remaining papers deal with the history of mathematics and cover such subjects as
- Early schemes for polar ordinates in the work of L’Hôpital, based on lessons given to him by Bernoulli
- A method devised by Euler for determining if a number is a sum of two squares
- Playfair’s Axiom and what it reveals about the history of 19th-Century mathematics education
- The modern library classification system for mathematical subjects
- An exploration of various examples of sundials throughout Paris
Written by leading scholars in the field, these papers are accessible to not only mathematicians and students of the history and philosophy of mathematics, but also anyone with a general interest in mathematics.
表中的内容
Paul Anh Mc Eldowney, Bolzano against Kant’s Pure Intuition.- Jeremy Shipley, Poincare on the Foundation of Geometry in Understanding.- Fabio Lampert, Natural Deduction for Diagonal Operators.- Valerie Allen, What is a Symbol?- Polar Ordinates in Bernoulli and L’Hopital.- Magic Squares of Subtraction of Adam Adamandy Kochanski.- Euler’s E228: Primality Testing and Factoring via Sums of Squares.- Eisso J. Atzema, ‘A Most Elegant Property’: On the Early History of Lexell’s Theorem.- Amy Ackerberg-Hastings, The Misnamings of Playfair’s Axiom.- Joel Silverberg, Napier, Toporley, Menelaus, and Ptolemy: Delambre and De Morgan’s on Seventeenth-Century Restructuring of Spherical Trigonometry.- Mariya Boyko, The Reception of American Mathematics Education in Soviet Pedagogical Journals of the 1960s and 1970s.- Craig Fraser, Mathematics in Library Subject Classification Systems.- Roger Godard, The Convolution as a Mathematical Object.- George Heine, Sundials – Une Promenade Parisienne(A Math Walk in Paris).
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