Authors/Ockham/Summa Logicae/Book III-3: Difference between revisions

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*[[/Chapter 9|Chapter 9]] {{Translated not checked}}On the rules governing consequences inferring a negative from a positive or the converse.  
*[[/Chapter 9|Chapter 9]] {{Translated not checked}}On the rules governing consequences inferring a negative from a positive or the converse.  
*[[/Chapter 10|Chapter 10]] {{Translated not checked}}On the rules governing consequences following from modal propositions; and first when both the antecedent and the consequence are in the same mode.
*[[/Chapter 10|Chapter 10]] {{Translated not checked}}On the rules governing consequences following from modal propositions; and first when both the antecedent and the consequence are in the same mode.
*[[/Chapter 11|Chapter 11]]
*[[/Chapter 11|Chapter 11]] {{Translated not checked}}Chapter 11. On the rules that govern consequences from one proposition of essence and another of a mode.
*[[/Chapter 12|Chapter 12]]
*[[/Chapter 12|Chapter 12]]
*[[/Chapter 13|Chapter 13]]
*[[/Chapter 13|Chapter 13]]

Revision as of 17:07, 17 February 2025


PART III-3: OF CONSEQUENCES

Colour codes

Chapter headings are colour coded to indicate the stage of the translation process. 'Reviewed' means that another competent translator has checked the work section by section. 'Authorised' means that a member of a specialist panel has reviewed the whole translation, and approved it.

Chapters 1-37: on Aristotle's Topics

On induction

  • Chapter 31 On the species of argument called 'induction'
  • Chapter 32 How induction comes about in assertoric propositions
  • Chapter 33 On the induction of universal modal propositions
  • Chapter 34 How singular modal propositions in the sense of composition are related to universal modal propositions in the sense of composition
  • Chapter 35 On the induction of universal de possibili' propositions
  • Chapter 36 On the induction of universal de contintenti' propositions
  • Chapter 37 On the rules by which something can be proved to be equivocal

Chapters 38-45: Obligationes

Chapter 46: on the Liar paradox