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Wittgensteins Annotations To Hardys Course Of Pure Mathematics An Investigation Of Wittgensteins Nonextensionalist Understanding Of The Real Numbers 1st Ed Juliet Floyd

  • SKU: BELL-22505854
Wittgensteins Annotations To Hardys Course Of Pure Mathematics An Investigation Of Wittgensteins Nonextensionalist Understanding Of The Real Numbers 1st Ed Juliet Floyd
$ 31.00 $ 45.00 (-31%)

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Wittgensteins Annotations To Hardys Course Of Pure Mathematics An Investigation Of Wittgensteins Nonextensionalist Understanding Of The Real Numbers 1st Ed Juliet Floyd instant download after payment.

Publisher: Springer International Publishing;Springer
File Extension: PDF
File size: 5.84 MB
Author: Juliet Floyd, Felix Mühlhölzer
ISBN: 9783030484804, 9783030484811, 3030484807, 3030484815
Language: English
Year: 2020
Edition: 1st ed.

Product desciption

Wittgensteins Annotations To Hardys Course Of Pure Mathematics An Investigation Of Wittgensteins Nonextensionalist Understanding Of The Real Numbers 1st Ed Juliet Floyd by Juliet Floyd, Felix Mühlhölzer 9783030484804, 9783030484811, 3030484807, 3030484815 instant download after payment.

This monograph examines the private annotations that Ludwig Wittgenstein made to his copy of G.H. Hardy’s classic textbook, A Course of Pure Mathematics. Complete with actual images of the annotations, it gives readers a more complete picture of Wittgenstein’s remarks on irrational numbers, which have only been published in an excerpted form and, as a result, have often been unjustly criticized.

The authors first establish the context behind the annotations and discuss the historical role of Hardy’s textbook. They then go on to outline Wittgenstein’s non-extensionalist point of view on real numbers, assessing his manuscripts and published remarks and discussing attitudes in play in the philosophy of mathematics since Dedekind. Next, coverage focuses on the annotations themselves. The discussion encompasses irrational numbers, the law of excluded middle in mathematics and the notion of an “improper picture," the continuum of real numbers, and Wittgenstein’s attitude toward functions and limits.

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