This chapter is an exercise in anachronism. I read a hitherto unnoticed corollary in Newton’s Principia availing myself of concepts and results that were obviously unavailable to the author. I contend that even extreme forms of anachronism can be helpful in the historical interpretation of past mathematical texts. I also claim that such anachronistic readings must be followed by an attempt to capture the differences between past and present mathematics. The text I analyze is Proposition 41, Book 1, and its three corollaries (especially, the second one), which are part of a set of propositions where Newton deals with the motion of a body accelerated by a central force.
Further Thoughts on Anachronism: A Presentist Reading of Newton’s Principia / N. GUICCIARDINI CORSI SALVIATI (ARCHIMEDES). - In: The Richness of the History of Mathematics: A Tribute to Jeremy Gray / [a cura di] Chemla, K., Ferreirós, J., Ji, L., Scholz, E., Wang, C.. - Cham : Springer Nature, 2023. - ISBN 978-3-031-40854-0. - pp. 131-154 [10.1007/978-3-031-40855-7_5]
Further Thoughts on Anachronism: A Presentist Reading of Newton’s Principia
N. GUICCIARDINI CORSI SALVIATI
2023
Abstract
This chapter is an exercise in anachronism. I read a hitherto unnoticed corollary in Newton’s Principia availing myself of concepts and results that were obviously unavailable to the author. I contend that even extreme forms of anachronism can be helpful in the historical interpretation of past mathematical texts. I also claim that such anachronistic readings must be followed by an attempt to capture the differences between past and present mathematics. The text I analyze is Proposition 41, Book 1, and its three corollaries (especially, the second one), which are part of a set of propositions where Newton deals with the motion of a body accelerated by a central force.File | Dimensione | Formato | |
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