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material implication


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The truth-function of two propositions p, q, defined as false if p is true and q false, but true in the other three cases. It is normally written pq. The first logician to distinguish the four ways in which truth-values can be associated with two propositions (TT, TF, FT, FF) and to suggest identifying ‘if p then q’ as the proposition true in every case except the second, was probably Philo of Megara, in the 4th century bc. See also material implication, paradoxes of.

Subjects: Philosophy.


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