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Wittgenstein’s Annotations to Hardy’s Course of Pure Mathematics

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Cover of 'Wittgenstein’s Annotations to Hardy’s Course of Pure Mathematics'

Table of Contents

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    Book Overview
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    Chapter 1 Introduction: The Context of the Annotations and Our Method of Approach
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    Chapter 2 Wittgenstein’s Non-Extensionalist Point of View
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    Chapter 3 Irrational Numbers: The Annotations on pp. 2–9, with Commentary
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    Chapter 4 The Law of the Excluded Middle: A Digression
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    Chapter 5 The Continuum of Real Numbers: The Annotations on pp. 10–30, with Commentary
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    Chapter 6 Functions and Limits: The Annotations on pp. 40–47 and 117–121, with Commentary
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    Chapter 7 Wittgenstein on Cantor’s Diagonal Method (Felix Mühlhölzer)
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    Chapter 8 The Generality of Cantor’s Diagonal Procedure (Juliet Floyd)
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    Chapter 9 Images, Transcripts and Translations of the Annotations
Attention for Chapter 5: The Continuum of Real Numbers: The Annotations on pp. 10–30, with Commentary
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Chapter title
The Continuum of Real Numbers: The Annotations on pp. 10–30, with Commentary
Chapter number 5
Book title
Wittgenstein’s Annotations to Hardy’s Course of Pure Mathematics
Published by
Springer, Cham, January 2020
DOI 10.1007/978-3-030-48481-1_5
Book ISBNs
978-3-03-048480-4, 978-3-03-048481-1
Authors

Juliet Floyd, Felix Mühlhölzer, Floyd, Juliet, Mühlhölzer, Felix

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