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CHAPTER IX. UNIVERSALITY AND IMPLEXION
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Kapitel in diesem Buch
- Frontmatter i
- ACKNOWLEDGMENT vii
- FOREWORD ix
- CONTENTS xi
- INTRODUCTION 1
- CHAPTER I. ORDINATION 10
- CHAPTER II. CLASSES AND TYPE 18
- CHAPTER III. PROPOSITIONS 26
- CHAPTER IV. CONGENERATION AND ABSTRACTION 35
- CHAPTER V. RULES OF INFERENCE 42
- CHAPTER VI. POSTULATES 51
- CHAPTER VII. MATERIAL IMPLICATION 60
- CHAPTER VIII. INCLUSION AND IDENTITY 75
- CHAPTER IX. UNIVERSALITY AND IMPLEXION 85
- CHAPTER Χ. EQUIVALENCE, DENIAL, AND CONJUNCTION 95
- CHAPTER XI. EXTENSION OF THE GENERAL CALCULUS 105
- CHAPTER XII. THE PROPOSITIONAL CALCULUS AS A CALCULUS OF CLASSES 121
- CHAPTER XIII. INTRODUCTION TO RELATIONS 128
- CHAPTER XIV. DESCRIPTIONS 139
- CHAPTER XV. UNITY 146
- CHAPTER XVI. DOMAINS AND RELATIVE PRODUCTS 153
- CHAPTER XVII. DERIVATIVE NOTIONS 161
- CHAPTER XVIII. DEDUCIBILITY OF THE SYSTEM OF PRINCIPIA MATHEMATICA 173
- TABLE OF DEFINITIONS 194
- INDEX 195
Kapitel in diesem Buch
- Frontmatter i
- ACKNOWLEDGMENT vii
- FOREWORD ix
- CONTENTS xi
- INTRODUCTION 1
- CHAPTER I. ORDINATION 10
- CHAPTER II. CLASSES AND TYPE 18
- CHAPTER III. PROPOSITIONS 26
- CHAPTER IV. CONGENERATION AND ABSTRACTION 35
- CHAPTER V. RULES OF INFERENCE 42
- CHAPTER VI. POSTULATES 51
- CHAPTER VII. MATERIAL IMPLICATION 60
- CHAPTER VIII. INCLUSION AND IDENTITY 75
- CHAPTER IX. UNIVERSALITY AND IMPLEXION 85
- CHAPTER Χ. EQUIVALENCE, DENIAL, AND CONJUNCTION 95
- CHAPTER XI. EXTENSION OF THE GENERAL CALCULUS 105
- CHAPTER XII. THE PROPOSITIONAL CALCULUS AS A CALCULUS OF CLASSES 121
- CHAPTER XIII. INTRODUCTION TO RELATIONS 128
- CHAPTER XIV. DESCRIPTIONS 139
- CHAPTER XV. UNITY 146
- CHAPTER XVI. DOMAINS AND RELATIVE PRODUCTS 153
- CHAPTER XVII. DERIVATIVE NOTIONS 161
- CHAPTER XVIII. DEDUCIBILITY OF THE SYSTEM OF PRINCIPIA MATHEMATICA 173
- TABLE OF DEFINITIONS 194
- INDEX 195