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| [[Image:lighterstill.jpg]] | | [[Image:lighterstill.jpg]] |
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| '''Logic''' (from [[Ancient Greek|Classical Greek]] λόγος [[logos]]; meaning word, thought, idea, argument, account, reason, or principle) is the study of valid [[inference]] and [[demonstration (proof)|demonstration]]. | | '''Logic''' (from [[Ancient Greek|Classical Greek]] λόγος [[logos]]; meaning word, thought, idea, argument, account, reason, or principle) is the study of valid [[inference]] and [[demonstration (proof)|demonstration]]. |
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| *[[Susan Haack]]. (1996).'' Deviant Logic, Fuzzy Logic: Beyond the Formalism'', University of Chicago Press. | | *[[Susan Haack]]. (1996).'' Deviant Logic, Fuzzy Logic: Beyond the Formalism'', University of Chicago Press. |
| *Nicolas [[Rescher]]. (1964). ''Introduction to Logic'', St. Martin's Press. | | *Nicolas [[Rescher]]. (1964). ''Introduction to Logic'', St. Martin's Press. |
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− | ==See also==
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− | * [[Artificial intelligence]]
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− | * [[Deductive reasoning]]
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− | * [[Digital logic]]
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− | * [[Indian Logic]]
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− | * [[Inductive reasoning]]
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− | * [[Logical consequence]]
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− | * [[Logic puzzle]]
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− | * [[Mathematical logic]]
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− | * [[Mathematics]]
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− | ** [[List of basic mathematics topics]]
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− | ** [[List of mathematics articles]]
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− | * [[Philosophy]]
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− | ** [[List of basic philosophy topics]]
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− | ** [[List of philosophy topics]]
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− | * [[Probabilistic logic]]
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− | * [[Propositional logic]]
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− | * [[Reason]]
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− | * [[Table of logic symbols]]
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− | * [[Term logic]]
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− | * [[Truth]]
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− | ** [[Truth theory]]
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| ==External links== | | ==External links== |
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− | * {{wikia|logic|LogicWiki}}
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| * ''[http://www.galilean-library.org/int4.html An Introduction to Philosophical Logic]'', by Paul Newall, aimed at beginners | | * ''[http://www.galilean-library.org/int4.html An Introduction to Philosophical Logic]'', by Paul Newall, aimed at beginners |
| * ''[http://www.fecundity.com/logic/ forall x: an introduction to formal logic]'', by P.D. Magnus, covers sentential and quantified logic | | * ''[http://www.fecundity.com/logic/ forall x: an introduction to formal logic]'', by P.D. Magnus, covers sentential and quantified logic |