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Volume 1 · pp. 459–809

Prior Analytics, Books I–II

Liber I-II Priorum Analyticorum

159 sections · translated from Borgnet vol. 1, pp. 459–809

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  1. Book I of the Prior Analytics. Treatise I. On Those Things Which Must Be Premised to the Art. Chapter I. On the Subject, Method, and Name of the Book. · pp. 459–460
  2. Chapter II. On Those Things About Which the Intention of This Science Is Concerned. · pp. 460–461
  3. Chapter III. What a Proposition Is. · pp. 461–465
  4. Chapter IV. What a Term Is. · p. 465
  5. Chapter V. What Syllogism Is According to Definition. · pp. 465–467
  6. Chapter VI. Which Syllogism Is Perfect and Which Imperfect. · p. 467
  7. Chapter VII. On Being in a Whole, and on Being Predicated of Every and of No Thing, Which Are Principles of Perfect Syllogisms. · p. 468
  8. Chapter VIII. How Conversion Is a Principle of an Imperfect Syllogism, and What Conversion Is. · pp. 469–470
  9. Chapter VIII, Continuation from Page 471. · p. 471
  10. Chapter IX. On the Conversion of Propositions According to Terms. · pp. 472–473
  11. Chapter X. On the Solution of Instances Which Seem to Be Against the Introduced Conversions. · pp. 473–474
  12. Chapter XI. On the Conversion of Propositions Concerning the Necessary. · pp. 474–476
  13. Chapter XII. On the Distinction of the Modes in Which the Contingent Is Taken. · pp. 476–477
  14. Chapter XIII. On the Conversion of Affirmative Propositions Concerning the Contingent. · pp. 477–480
  15. Chapter XIV. On the Conversion of Negatives Concerning the Contingent. · pp. 480–482
  16. Continuation of Chapter XIV on page 483 · p. 483
  17. Chapter XV. On the removal of an error that could occur. · pp. 483–485
  18. Treatise II. On the generation of syllogisms in figure. Chapter I. · pp. 486–487
  19. Chapter II. On the formation of universal syllogisms and of the useful conjugations of the first figure, and what figure is, and what the first figure is. · pp. 487–490
  20. Chapter III. On the useless and universal conjugations of the first figure. · pp. 490–491
  21. Chapter IV. On the formation of syllogisms concluding particularly in the first figure according to useful and useless conjugations. · pp. 491–493
  22. Chapter V. On the perfections of the first figure. · pp. 493–494
  23. Chapter VI. On the properties of the second figure. · p. 494
  24. Chapter VI. On the properties of the second figure, continuation. · pp. 495–496
  25. Chapter VII. On the formation of universal syllogisms of the second figure, both of useful and useless conjugations. · pp. 497–498
  26. Chapter VIII. On the formation of particular syllogisms of the second figure according to useful and useless conjugations. · pp. 498–501
  27. Chapter IX. On the corollaries which are had from the things previously introduced. · pp. 501–502
  28. Chapter X. On the properties of the third figure. · pp. 502–505
  29. Chapter XI. On the formation of universal syllogisms of the third figure, of useful and useless conjugations. · pp. 505–506
  30. Continuation of Chapter XI on page 507 · p. 507
  31. Chapter XII. On the formation of particular syllogisms of the third figure, useful and useless. · pp. 507–510
  32. Chapter XIII. On the summary of what has been said and on the formation of two syllogisms concluding indirectly. · pp. 510–512
  33. Chapter XIV. On the premises that have been stated concerning the reduction of syllogisms. · pp. 512–515
  34. Treatise III. On the generation of syllogisms that are from modal propositions concerning the necessary and the contingent. Chapter I. · pp. 516–518
  35. Continuation of Chapter I on page 519 · p. 519
  36. Chapter II. On the question whether the fourth of the second and the fifth of the third can be perfected through impossibility. · pp. 519–522
  37. Chapter III. On the mixing of the necessary and inherence in universal syllogisms of the first figure. · pp. 522–524
  38. Chapter IV. On the mixing of the necessary and inherence in particular syllogisms of the first figure. · pp. 524–527
  39. Chapter V. On the mixing of the necessary and inherence in universal syllogisms of the second figure. · pp. 527–528
  40. Chapter VI. On the solution of those things that seem to be against what has been said. · pp. 528–529
  41. Chapter VII. On the formation of particular syllogisms of the mixing of the necessary and inherence in the second figure. · pp. 529–530
  42. Continuation of Chapter VII on page 531 · pp. 531–532
  43. Chapter VIII. On the mixing of the necessary and inherence in the third figure in universal syllogisms. · pp. 532–534
  44. Chapter IX. On the mixing of the necessary and inherence in particular syllogisms of the third figure. · pp. 534–536
  45. Tractate IV. On the generation of syllogisms of the contingent, uniform and mixed. Chapter I. On the principles of the generation of syllogisms about the contingent. · pp. 537–539
  46. Chapter II. On being said of every and being said of none in propositions about the contingent, and on universal syllogisms about the contingent according to useful conjugations. · pp. 540–542
  47. Continuation of Chapter II on page 543 · p. 543
  48. Chapter III. On the formation of particular syllogisms concerning the contingent. · pp. 543–544
  49. Chapter IV. On the solution of doubts which concern this uniform generation in the contingent. · pp. 545–547
  50. Chapter V. On the mixing of the contingent and inherence in the universal modes of the first figure. · pp. 547–549
  51. Chapter VI. On the things which must precede the conjugations of imperfect modes. · pp. 549–551
  52. Chapter VII. On the imperfect conjugations of universal syllogisms and on their perfection. · pp. 551–554
  53. Chapter VIII. On the imperfect conjugations of universal negative syllogisms. · p. 554
  54. Continuation of Chapter VIII on page 555 · pp. 555–556
  55. Chapter IX. Whether a conclusion of inherence can follow from the conjugations of imperfect syllogisms. · pp. 556–558
  56. Chapter X. What inherence simply is. · pp. 558–559
  57. Chapter XI. How these imperfect modes infer a conclusion about the contingent for the possible. · pp. 559–561
  58. Chapter XII. On the formation of particular syllogisms of perfect and imperfect useful and useless conjugations of the mixing of the contingent and inherence. · pp. 561–563
  59. Chapter XIII. On the rules of the mixing of the necessary and the contingent in the first figure, and on the useful and useless conjugations of universal syllogisms of this mixing. · pp. 563–566
  60. Chapter XIV. On the solution of two things which concern the conjugations of perfect syllogisms of this mixing. · p. 566
  61. Continuation of Chapter XIV on page 567 · pp. 567–568
  62. Chapter XV. On the solution of doubts which concern the imperfect conjugations of this mixing. · pp. 568–571
  63. Chapter XVI. On the consequence of imperfect conjugations in which the major is affirmative about the necessary. · pp. 571–575
  64. Chapter XVII. On the formation of particular syllogisms in the first figure of the mixing of the necessary and the contingent. · pp. 575–577
  65. Chapter XVIII. Because there cannot be a uniform generation from the contingent in the second figure. · pp. 577–578
  66. Continuation of Chapter XVIII on page 579 · pp. 579–581
  67. Chapter XIX. Why from both propositions about the contingent no syllogism is made in the second figure. · pp. 581–583
  68. Chapter XX. On the mixing of the contingent and inherence in the second figure. · pp. 583–586
  69. Chapter XXI. On the formation of particular syllogisms of the mixing of the contingent and inherence in the second figure. · pp. 586–587
  70. Chapter XXII. On the principle by which the mixing of the contingent and the necessary is regulated in the second figure, and on the formation of useful conjugations for universal syllogisms of this mixing. · pp. 587–589
  71. Chapter XXIII. On the useless conjugations of this mixing taken with regard to universal syllogisms of the second figure. · pp. 589–590
  72. Continuation and end of Chapter XXIII · pp. 591–593
  73. Chapter XXIV. On the particular syllogisms of the mixing of the necessary and the contingent in the second figure. · pp. 594–595
  74. Chapter XXV. On the uniform generation of syllogisms about the contingent in the third figure. · pp. 596–598
  75. Chapter XXVI. On the mixing of the contingent and inherence in the third figure. · pp. 599–602
  76. Continuation and end of Chapter XXVI · p. 603
  77. Chapter XXVII. On the mixing of the necessary and the contingent in the third figure for universal syllogisms. · pp. 603–605
  78. Chapter XXVIII. On the mixing of the necessary and the contingent in the third figure for particular syllogisms. · pp. 605–607
  79. Chapter XXIX. The usefulness of these mixings is briefly gathered. · pp. 607–608
  80. Treatise V. On the sufficiency of the three figures that have been treated. Chapter I. That every syllogism is according to one of the three figures. · pp. 609–612
  81. Chapter II. Here it is declared that a syllogism from hypothesis is in one of the three figures. · pp. 612–613
  82. Chapter III. That there can be no syllogism to the proposed point without a universal proposition, which is the principle of syllogism with respect to mode. · pp. 613–614
  83. Continuation and end of Chapter III · pp. 615–617
  84. Chapter IV. It is proved that no one syllogism has more than three terms. · pp. 617–620
  85. Chapter V. On the number of propositions in a syllogism both simply one and not simply one, and how the number of propositions is related to the number of terms and conclusions. · pp. 620–623
  86. Chapter VI. On propositions which are easily proved, and on those which are proved with difficulty. · pp. 623–625
  87. Treatise VI. On the discovery of the middle. Chapter I. Toward what things one must look for the discovery of the middle. · p. 626
  88. Continuation and end of Chapter I · pp. 627–631
  89. Chapter II. What sort of principles, and in what disposition, are to be chosen for any proposed matter with respect to the discovery of middles. · pp. 631–634
  90. Chapter III. On the description of the figure for these things which have been said. · pp. 634–637
  91. Chapter IV. That this art suffices for concluding every problem. · pp. 637–638
  92. Continuation and end of Chapter IV · pp. 639–641
  93. Chapter V. That the art introduced is sufficient in syllogisms from hypothesis which are to the impossible, and in the others which are from hypothesis. · pp. 641–644
  94. Chapter VI. That it is the same with respect to inspection of the middle in syllogisms from transumption and in those which are from modal propositions, and that this art is general. · pp. 644–646
  95. Chapter VII. That the art has now been had in common, but must be adapted concerning proper matters in individual sciences. · pp. 646–647
  96. Chapter VIII. That the art which certain men posited from division for the discovery of the middle does not suffice. · pp. 647–650
  97. Chapter IX. On the exclusion of certain doubts about the things which have been said. · p. 650
  98. Continuation and end of Chapter IX · p. 651
  99. Treatise VII. On the reduction of syllogisms. Chapter I. For what reasons reduction must be treated, in how many ways reduction is made, and on the order of reductions. · pp. 652–653
  100. Chapter II. On the reduction of speech into syllogism through inspection of propositions. · pp. 653–655
  101. Chapter III. On the resolution of a non-syllogized proposition to syllogistic form through consideration of terms. · pp. 655–657
  102. Chapter IV. On the error which occurs about the resolution of two propositions into three terms from a depraved exposition or taking of terms according to abstract and concrete. · pp. 658–660
  103. Chapter V. On the error which occurs in the reduction of propositions into terms from this, that incomplex or simple terms are always sought. · pp. 660–661
  104. Chapter VI. On the error which comes from this, that terms are taken according to the obliquity of some case. · pp. 661–662
  105. Continuation and end of Chapter VI · pp. 663–664
  106. Chapter VII. On the error or difficulty of the resolution of a proposition into terms on account of reduplication. · pp. 664–666
  107. Chapter VIII. On the reduction of propositions into terms where there is reduplication of the minor extreme. · pp. 666–668
  108. Chapter IX. How the resolution of propositions into terms may be easy. · pp. 668–669
  109. Chapter X. On the difficulty of resolution which comes from a universal sign added or not added to the subject of the first proposition. · pp. 669–670
  110. Chapter XI. How the exposition of a proposition through terms is made or has been made. · p. 671
  111. Chapter XII. How sometimes there is an impediment from this, that the things which are posited in one syllogism are concluded in diverse figures. · pp. 671–672
  112. Chapter XIII. On the impediment that comes from definition. · p. 672
  113. Chapter XIV. That syllogisms from hypothesis cannot be reduced into terms in this way. · pp. 672–674
  114. Treatise VIII. On the reduction of speech syllogized in one figure into another figure. Chapter I. On the reduction of the first figure into the second, and conversely. · pp. 675–676
  115. Chapter II. On the reduction of particular syllogisms of the first figure into the third, and conversely. · pp. 677–678
  116. Chapter III. On the reduction of the second into the third, and conversely. · pp. 678–679
  117. Treatise IX. On the exclusion of the error of those saying that the negative concerning a finite predicate is the same as the affirmative concerning an infinite predicate. Chapter I. On their difference from one another. · pp. 680–681
  118. Chapter II. On the consequences of propositions affirmative concerning an infinite predicate and negative concerning a finite predicate toward one another. · pp. 681–685
  119. Chapter III. On the consequences caused from the relation of antecedent and consequent among convertibles. · pp. 685–686
  120. Continuation and end of Chapter III · pp. 687–688
  121. Book II of the Prior Analytics, Tractate I, Chapters I-IV (part) · pp. 689–700 Ch. II. On the solution of the doubts and the diversity of opinions which concern the power that… · Ch. III. On the power by which, according to matter, the true is syllogized from the false. · Ch. IV. How universal syllogisms of the first figure are made from falsehoods, and that falsehoo…
  122. Book II of the Prior Analytics, Tractate I, Chapters IV-IX (part) · pp. 701–712 Ch. V. How in particular syllogisms of the first figure it is possible to syllogize truth from… · Ch. VI. How truth follows from falsehood in the second figure in universal syllogisms. · Ch. VII. How truth follows from falsehood in particular syllogisms of the second figure. · Ch. VIII. How truth is syllogized from falsehood in syllogisms of the third figure, both universal… · Ch. IX. On the proof that truth does not follow from falsehood except quia and not propter quid.
  123. Book II of the Prior Analytics, End of Tractate I and Tractate II, Chapters I-IV (part) · pp. 713–724 Ch. II. How a circular syllogism is made in the first figure, both universal affirmative and uni… · Ch. III. How a circle is made in the second figure. · Ch. IV. How circular showing is made in the third figure.
  124. Treatise II, Chapter V · pp. 725–727 Ch. V. In What Way A Circle Is Made In Each Figure Is Determined In Common.
  125. Treatise III, Chapter I · pp. 728–729 Tr. III. ON THE CONVERSIVE SYLLOGISM. · Ch. I. What It Is To Convert, And What The Conversive Syllogism Is.
  126. Treatise III, Chapter II · pp. 729–731 Ch. II. In What Way The Conversive Syllogism Is Made In The Universal Modes Of The First Figure,…
  127. Treatise III, Chapter III · pp. 731–732 Ch. III. On Particular Conversive Syllogisms Of The First Figure.
  128. Treatise III, Chapter IV · pp. 732–734 Ch. IV. On The Conversive Syllogisms Of The Second Figure, Both Particular And Universal.
  129. Treatise III, Chapter V · pp. 734–738 Ch. V. On Conversive Syllogisms In The Third Figure, Both Universal And Particular, And Both Af…
  130. Treatise IV, Chapter I · pp. 739–741 Tr. IV. ON THE SYLLOGISM THROUGH THE IMPOSSIBLE. · Ch. I. What A Syllogism Through The Impossible Is, And In What It Differs From, And In What It…
  131. Treatise IV, Chapter II · pp. 741–743 Ch. II. In What Way A Syllogism Through The Impossible Is Made; And That The Universal Affirmati…
  132. Treatise IV, Chapter III · pp. 744–748 Ch. III. In What Way Propositions Other Than The Universal Affirmative Are Demonstrated Through T…
  133. Treatise IV, Chapter IV · pp. 748–750 Ch. IV. What Is Shown Through The Impossible In The Second Figure, And How.
  134. Treatise IV, Chapter V · pp. 750–752 Ch. V. In What Way A Syllogism Through The Impossible Is Made In The Third Figure.
  135. Treatise IV, Chapter VI · pp. 752–754 Ch. VI. On The Difference Between The Syllogism Through The Impossible And The Ostensive Syllogi…
  136. Treatise IV, Chapter VII · pp. 754–757 Ch. VII. On The Showing Of Those Things Which Have Been Said Through The Formation Of Syllogisms.
  137. Treatise V, Chapter I · pp. 758–761 Tr. V. ON THE SYLLOGISM FROM OPPOSITES, WHICH IS THE SYLLOGISM FROM INCOMPOSSIBLES, SINCE ALL T… · Ch. I. How Many Kinds Of Oppositions There Are, And That In The First Figure There Is No Syllog…
  138. Treatise V, Chapter II · pp. 761–762 Ch. II. In What Way A Syllogism From Opposites Is Made In The Second Figure.
  139. Treatise V, Chapter III · pp. 762–764 Ch. III. In What Way A Syllogism From Opposites Is Made In The Third Figure.
  140. Treatise VI, Chapter I · pp. 765–769 Tr. VI. ON THE FAULT AGAINST THE CIRCULAR SYLLOGISM, WHICH IS PETITION OF THE PRINCIPLE. · Ch. I. What, By Definition, The Petition Of That Which Is In The Beginning Is, And In How Many…
  141. Treatise VI, Chapter II · pp. 769–770 Ch. II. On The Exclusion Of Two Things Which Concern Petition Of The Principle.
  142. Treatise VI, Chapter III · pp. 770–773 Ch. III. On The Modes Of That Which Is The False Occurring Not Because Of This.
  143. Treatise VI, Chapter IV · pp. 773–774 Ch. IV. On The Solution Of The Sophistical Objection Which Is Against The Things Introduced Befo…
  144. Treatise VI, Chapter V · pp. 774–775 Ch. V. On The Removal Of The Error Which Can Concern This Which Has Been Said, That The False O…
  145. Treatise VI, Chapter VI · pp. 775–776 Ch. VI. On The Caution Of The Respondent, How He Should Take Care Lest The False Seem To Follow…
  146. Treatise VI, Chapter VII · pp. 776–777 Ch. VII. That, When One Has That From Which A Syllogism Is Made, One Has That From Which An Elenc…
  147. Treatise VI, Chapter VIII · pp. 777–781 Ch. VIII. On The Fault Of Contrary Deception Which Concerns The Syllogism From Opposites.
  148. Treatise VI, Chapter IX · pp. 781–784 Ch. IX. That Knowing Is Said In Three Ways, Which Is Brought Forward For Understanding The Thing…
  149. Treatise VI, Chapter X · pp. 784–785 Ch. X. On The Opinion And Ignorance Of Those Things Which Are Opposed According To Matter Accid…
  150. Treatise VII, Chapter I · pp. 786–789 Tr. VII. ON THE REDUCTION OF OTHER ARGUMENTATIONS INTO SYLLOGISM. · Ch. I. On The Conversion Of The Middle With The Extremes And The Conversion Of The Extremes To…
  151. Treatise VII, Chapter II · pp. 789–791 Ch. II. On The Second Rule Or Consequence, And The Third, And The Fourth, And The Fifth.
  152. Treatise VII, Chapter III · pp. 791–792 Ch. III. On The Sixth Rule Teaching The Consequence Of Things To Be Chosen.
  153. Treatise VII, Chapter IV · pp. 793–795 Ch. IV. On The Reduction Of Induction Into Syllogism.
  154. Treatise VII, Chapter V · pp. 795–797 Ch. V. On Example, What It Is And How It Has Itself To Syllogism And To Induction.
  155. Treatise VII, Chapter VI · pp. 797–799 Ch. VI. On Deduction, What It Is And In How Many Modes It Is Made.
  156. Treatise VII, Chapter VII · pp. 799–802 Ch. VII. On Instance Or The Instantiative Syllogism, What It Is And Through Which Figures It Is M…
  157. Treatise VII, Chapter VIII · pp. 802–803 Ch. VIII. On Ikos And Sign, From Which Enthymeme Is Made.
  158. Treatise VII, Chapter IX · pp. 803–806 Ch. IX. On Enthymeme, What It Is, And By Which Modes It Is Made, And In What Way It Is Reduced T…
  159. Treatise VII, Chapter X · pp. 806–809 Ch. X. On The Discovery Of The Sign Which Is In Place Of The Middle In An Enthymeme.