Patrick J. Hurley's A Concise Introduction to Logic (11th Edition) PDF

By Patrick J. Hurley

ISBN-10: 0840034172

ISBN-13: 9780840034175

Unsurpassed for its readability and comprehensiveness, Hurley's A CONCISE advent TO common sense is the number 1 introductory common sense textbook available in the market. during this 11th variation, Hurley maintains to construct upon the culture of a lucid, targeted, and obtainable presentation of the elemental material of common sense, either formal and casual. Hurley's wide, conscientiously sequenced number of routines proceed to steer scholars towards higher skillability with the talents they're studying.

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Additional resources for A Concise Introduction to Logic (11th Edition)

Sample text

129–ca. 199) developed the theory of the compound categorical syllogism, but for the most part philosophers confined themselves to writing commentaries on the works of Aristotle and Chrysippus. Boethius (ca. 480–524) is a noteworthy example. The first major logician of the Middle Ages was Peter Abelard (1079–1142). Abelard reconstructed and refined the logic of Aristotle and Chrysippus as communicated by Boethius, and he originated a theory of universals that traced the universal character of general terms to concepts in the mind rather than to “natures” existing outside the mind, as Aristotle had held.

Finally, if even this procedure yields no definite answer, the only alternative may be to say that if the passage is taken as an argument, then the first statement is the conclusion and the others are the premises. Illustrations An illustration is an expression involving one or more examples that is intended to show what something means or how it is done. ” Examples: Chemical elements, as well as compounds, can be represented by molecular formulas. ” A deciduous tree is any tree that loses its leaves during the winter.

Abelard reconstructed and refined the logic of Aristotle and Chrysippus as communicated by Boethius, and he originated a theory of universals that traced the universal character of general terms to concepts in the mind rather than to “natures” existing outside the mind, as Aristotle had held. In addition, Abelard distinguished arguments that are valid because of their form from those that are valid because of their content, but he held that only formal validity is the “perfect” or conclusive variety.

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A Concise Introduction to Logic (11th Edition) by Patrick J. Hurley


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