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ksiazka tytuł: Continuity - 01 Rozdz. 1-2. The flying arrow ? Aristotle's view of the aporia of Zeno ? Its influence on the evolution of geometry and on the science of motion ? Democritus's version of this aporia ? On mathematical atomism; Aporia of the wanderer ? The A autor: Jerzy Mioduszewski
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Continuity - 01 Rozdz. 1-2. The flying arrow • Aristotle's view of the aporia of Zeno • Its influence on the evolution of geometry and on the science of motion • Democritus's version of this aporia • On mathematical atomism; Aporia of the wanderer • The A

Eleven sketches from the past of Mathematics
Wersja elektroniczna (brak aktualizacji)
Wydawnictwo: Uniwersytet Śląski
ISBN: 978-83-8012-950-4
Tłumaczenie: Abe Shenitzer
Wydanie: 1, 2016 r.
Język: angielski

Dostępność: aktualnie niedostępny
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The book was written in the eighties of the last century. Being encouraged by the editorial board of monthly Delta in the person of Professor Marek Kordos, the author’s first aim was a collection of essays about Peano maps, lakes of Wada, and several singularities of real functions. But it was the time when university duties stopped and the author could freely meditate whether this curious mathematics had its roots in the forgotten past. He remembered old authors who began their books with the words “already the ancient Greeks….”

The celebrated nineteenth century, the century of concepts, was preceded by the century of calculations. Going further back we can see Newton, but what and who was there before? Were the centuries between the Ancients and Newton a vacuum in mathematical sciences? Accidentally, the treatise De continuo by Thomas Bradwardine, the Archbishop of Canterbury, led the author into an unknown and strange world of medieval scholastic thought, showing to him the lost thread joining our times with Zeno, Aristotle and Democritus.

However, to find this forgotten link a step should be taken beyond pure mathematical thinking. In this extended surrounding we can observe the unity of mathematical concepts being non-existent in the realm of pure mathematics.

 

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