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The argument of mathematics

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Cover of 'The argument of mathematics'

Table of Contents

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    Book Overview
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    Chapter 1 Introduction
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    Chapter 2 Non-deductive Logic in Mathematics: The Probability of Conjectures
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    Chapter 3 Arguments, Proofs, and Dialogues
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    Chapter 4 Argumentation in Mathematics
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    Chapter 5 Arguing Around Mathematical Proofs
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    Chapter 6 An Argumentative Approach to Ideal Elements in Mathematics
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    Chapter 7 The Argument of Mathematics
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    Chapter 8 Revealing Structures of Argumentations in Classroom Proving Processes
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    Chapter 9 Checking Proofs
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    Chapter 10 Dividing by Zero—and Other Mathematical Fallacies
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    Chapter 11 Strategic Maneuvering in Mathematical Proofs
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    Chapter 12 Analogical Arguments in Mathematics
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    Chapter 13 What Philosophy of Mathematical Practice Can Teach Argumentation Theory About Diagrams and Pictures
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    Chapter 14 Mathematics as the Art of Abstraction
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    Chapter 15 Towards a Theory of Mathematical Argument
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    Chapter 16 Bridging the Gap Between Argumentation Theory and the Philosophy of Mathematics
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    Chapter 17 Mathematical Arguments and Distributed Knowledge
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    Chapter 18 The Parallel Structure of Mathematical Reasoning
Attention for Chapter 8: Revealing Structures of Argumentations in Classroom Proving Processes
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