Contents
| | Preface to the Second Edition | xi |
|
| | Introduction: Paradoxes of the Infinite | 1 |
|
| | 1 Paradoxes of the infinitely small | 3 |
|
| | 2 Paradoxes of the infinitely big | 5 |
|
| | 3 Paradoxes of the one and the many | 9 |
|
| | 4 Paradoxes of thought about the infinite | 11 |
|
| | 1 Anaximander and to apeiron | 17 |
|
| | 5 Early Greek mathematics | 28 |
|
| | 3 The solution: the potential infinite and the actual infinite | 39 |
|
| | 4 Application of the solution | 40 |
|
| | 5 A remaining difficulty | 44 |
|
| | 3 Medieval and Renaissance Thought | 45 |
|
| | 1 The Greek legacy: reactions and developments | 45 |
|
| | 3 Later developments: the mathematically infinite | 50 |
|
| | 4 Nicholas of Cusa. The end of the Renaissance | 55 |
|
| | 1 The fundamental principles of the calculus | 57 |
|
-vii-
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Publication information:
Book title: The Infinite.
Contributors: A. W. Moore - Author.
Publisher: Routledge.
Place of publication: London.
Publication year: 1991.
Page number: vii.
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