Startseite 3 Fermatian Inference and DeMorgan’s Syllogism of Transposed Quantity
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3 Fermatian Inference and DeMorgan’s Syllogism of Transposed Quantity

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Volume 4 Mathematical Philosophy
Ein Kapitel aus dem Buch Volume 4 Mathematical Philosophy

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  1. I-XXX I
  2. 1 Logic of History (691) 1
  3. 2 [Parts of Carnegie Application] (L 75) 13
  4. 3 Fermatian Inference and DeMorgan’s Syllogism of Transposed Quantity 75
  5. 4 Logico-Mathematical Glosses (812) 95
  6. 5 Qualitative Logic: Preface; The Modus Ponens; The Logical Algebra of Boole (736) 101
  7. 6 Meaning (Pragmatism) (622) 117
  8. 7 Abstracts of Eight Lectures [Topological Basis of Philosophy of Continuity] (942) 127
  9. 8 Lectures on Pragmatism, Lecture II (302, 303) 149
  10. 9 Types of Reasoning (441) 167
  11. 10 Reason’s Conscience; A Practical Treatise on the Theory of Discovery Wherein Logic Is Conceived as Semeiotic (parts of six notebooks in 693) 185
  12. 11 An Appraisal of the Faculty of Reasoning (616, 617) 217
  13. 12 [Necessary Reasoning] (760) 225
  14. 13 Of the Place among the Sciences of Philosophy and of each Branch of it (from 328) 227
  15. 14 Καινὰ στοιχεῖα (517) 235
  16. 15 On Quantity with Special Reference to Collectional and Mathematical Infinity (15) 265
  17. 16 Α. Sketch of Dichotomic Mathematics (4) 285
  18. B. On the Number of Dichotomous Divisions; a Problem in Permutations (74) 301
  19. 17 The Categories (717) 307
  20. 18 (PAP) (293) 313
  21. 19 Detached Ideas Continued and the Dispute Between Nominalists and Realists (439) 331
  22. 20 [The Problem of Map Coloring] (154) 347
  23. 21 How to Reason: A Critick of Arguments (397) 353
  24. 22 On Physical Geometry (257) 359
  25. 23 Methods of Reasoning (748) 363
  26. 24 Sketch of a New Philosophy (928) 375
  27. 25 [Conceptions of Modern Mathematics] (from 950) 381
  28. Key to Greek Terms 387
  29. Index of Νames 389
  30. Subject Index 391
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