Introduction to Mathematical Philosophy
Read Introduction to Mathematical Philosophy by Bertrand Russell online. Browse the complete text, chapters and notes.
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Table of contents
1. Front matter2. PREFACE3. EDITOR'S NOTE4. CHAPTER I THE SERIES OF NATURAL NUMBERS5. CHAPTER II DEFINITION OF NUMBER6. CHAPTER III FINITUDE AND MATHEMATICAL INDUCTION7. CHAPTER IV THE DEFINITION OF ORDER8. CHAPTER V KINDS OF RELATIONS9. CHAPTER VI SIMILARITY OF RELATIONS10. CHAPTER VII RATIONAL, REAL, AND COMPLEX NUMBERS11. CHAPTER VIII INFINITE CARDINAL NUMBERS12. CHAPTER IX INFINITE SERIES AND ORDINALS13. CHAPTER X LIMITS AND CONTINUITY14. CHAPTER XI LIMITS AND CONTINUITY OF FUNCTIONS15. CHAPTER XII SELECTIONS AND THE MULTIPLICATIVE AXIOM16. CHAPTER XIII THE AXIOM OF INFINITY AND LOGICAL TYPES17. CHAPTER XIV INCOMPATIBILITY AND THE THEORY OF DEDUCTION18. CHAPTER XV PROPOSITIONAL FUNCTIONS19. CHAPTER XVI DESCRIPTIONS20. CHAPTER XVII CLASSES21. CHAPTER XVIII MATHEMATICS AND LOGIC22. INDEX