Prior Analytics and Posterior Analytics by A.J. Jenkinson 0000-00-00 00:00:00

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Prior Analytics and Posterior Analytics by A.J. Jenkinson
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This collection gathers together the complete Organon by Aristotle in a single, convenient, high quality, and extremely low priced Kindle volume!

Introduction to Categories, by Porphyry: As Porphyry's most influential contribution to philosophy, the Introduction to Categories incorporated Aristotle's logic into Neoplatonism, in particular the doctrine of the categories of being interpreted in terms of entities (in later philosophy, "universal"). Boethius' Isagoge, a Latin translation of Porphyry's "Introduction", became a standard medieval textbook in European schools and universities, which set the stage for medieval philosophical-theological developments of logic and the problem of universals.

The Categories (Latin: Categoriae) introduces Aristotle's 10-fold classification of that which exists: substance, quantity, quality, relation, place, time, situation, condition, action, and passion.

On Interpretation (Latin:De Interpretatione, Greek Perihermenias) introduces Aristotle's conception of proposition and judgment, and the various relations between affirmative, negative, universal, and particular propositions. It contains Aristotle's principal contribution to philosophy of language. It also discusses the Problem of future contingents.The square of opposition or square of Apuleius has its origin in the four marked sentences to be employed in syllogistic reasoning: Every man is white, the universal affirmative and its negation Not every man is white (or Some men are not white), the particular negative on the one hand, Some men are white, the particular affirmative and its negation No man is white, the universal negative on the other. Robert Blanché published with Vrin his Structures intellectuelles in 1966 and since then many scholars think that the logical square representing four values should be replaced by the logical hexagon which by representing six values is a more potent figure because it has the power to explain more things about logic and natural language. The study of the four propositions constituting the square is found in Chapter 7 and its appendix Chapter 8. Most important also is the immediately following Chapter 9 dealing with the problem of future contingents mentioned above. This chapter and the subsequent ones are at the origin of modal logic. There is perhaps a superiority of Blanché's hexagon in the field of modal logic too in so far as it explains clearly the nature and importance of the bilateral possible. The notion of bilateral possible is crucially important to understand both logic and natural language when applied to modal values.

The Prior Analytics (Latin: Analytica Priora) introduces his syllogistic method, argues for its correctness, and discusses inductive inference.

The Posterior Analytics (Latin: Analytica Posteriora) deals with demonstration, definition, and scientific knowledge.

The Topics (Latin: Topica) treats issues in constructing valid arguments, and inference that is probable, rather than certain. It is in this treatise that Aristotle mentions the Predicables, later discussed by Porphyry and the scholastic logicians.

The Sophistical Refutations (Latin: De Sophisticis Elenchis) gives a treatment of logical fallacies, and provides a key link to Aristotle's work on rhetoric.

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