Notes to Principia mathematica, vol. 1 (of 3) — Reading edition
68 notes · Reading edition
CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 1CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 2CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 3CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 4CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 5CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 6CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 7CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 8CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 9CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 10CHAPTER I. PRELIMINARY EXPLANATIONS OF IDEAS AND NOTATIONS. · Note 11CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 1CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 2CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 3CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 4CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 5CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 6CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 7CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 8CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 9CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 10CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 11CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 12CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 13CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 14CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 15CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 16CHAPTER II. THE THEORY OF LOGICAL TYPES. · Note 17CHAPTER III. INCOMPLETE SYMBOLS. · Note 1CHAPTER III. INCOMPLETE SYMBOLS. · Note 2CHAPTER III. INCOMPLETE SYMBOLS. · Note 3CHAPTER III. INCOMPLETE SYMBOLS. · Note 4CHAPTER III. INCOMPLETE SYMBOLS. · Note 5CHAPTER III. INCOMPLETE SYMBOLS. · Note 6CHAPTER III. INCOMPLETE SYMBOLS. · Note 7CHAPTER III. INCOMPLETE SYMBOLS. · Note 8CHAPTER III. INCOMPLETE SYMBOLS. · Note 91. PRIMITIVE IDEAS AND PROPOSITIONS. · Note 11. PRIMITIVE IDEAS AND PROPOSITIONS. · Note 21. PRIMITIVE IDEAS AND PROPOSITIONS. · Note 31. PRIMITIVE IDEAS AND PROPOSITIONS. · Note 41. PRIMITIVE IDEAS AND PROPOSITIONS. · Note 51. PRIMITIVE IDEAS AND PROPOSITIONS. · Note 61. PRIMITIVE IDEAS AND PROPOSITIONS. · Note 7*2. IMMEDIATE CONSEQUENCES OF THE PRIMITIVE PROPOSITIONS. · Note 1*2. IMMEDIATE CONSEQUENCES OF THE PRIMITIVE PROPOSITIONS. · Note 2*2. IMMEDIATE CONSEQUENCES OF THE PRIMITIVE PROPOSITIONS. · Note 3*3. THE LOGICAL PRODUCT OF TWO PROPOSITIONS. · Note 1*5. MISCELLANEOUS PROPOSITIONS. · Note 1*9. EXTENSION OF THE THEORY OF DEDUCTION FROM LOWER TO HIGHER TYPES OF PROPOSITIONS. · Note 1*9. EXTENSION OF THE THEORY OF DEDUCTION FROM LOWER TO HIGHER TYPES OF PROPOSITIONS. · Note 2*12. THE HIERARCHY OF TYPES AND THE AXIOM OF REDUCIBILITY. · Note 1*12. THE HIERARCHY OF TYPES AND THE AXIOM OF REDUCIBILITY. · Note 2*22. CALCULUS OF CLASSES. · Note 1*30. DESCRIPTIVE FUNCTIONS. · Note 1*37. PLURAL DESCRIPTIVE FUNCTIONS. · Note 1*37. PLURAL DESCRIPTIVE FUNCTIONS. · Note 2NOTE TO SECTION D. · Note 1*51. UNIT CLASSES. · Note 1*73. SIMILARITY OF CLASSES. · Note 1SECTION D. SELECTIONS. · Note 1SECTION D. SELECTIONS. · Note 2*85. MISCELLANEOUS PROPOSITIONS. · Note 1*85. MISCELLANEOUS PROPOSITIONS. · Note 2SECTION E. INDUCTIVE RELATIONS. · Note 1*94. ON POWERS OF RELATIVE PRODUCTS. · Note 1*95. ON THE EQUI-FACTOR RELATION. · Note 1*97. ANALYSIS OF THE FIELD OF A RELATION INTO FAMILIES. · Note 1