Some definitions of negation leading to paraconsistent logics
Studia Logica 43 (1-2):75 - 78 (1984)
| Abstract | In positive logic the negation of a propositionA is defined byA X whereX is some fixed proposition. A number of standard properties of negation, includingreductio ad absurdum, can then be proved, but not the law of noncontradiction so that this forms a paraconsistent logic. Various stronger paraconsistent logics are then generated by putting in particular propositions forX. These propositions range from true through contingent to false. | |||||||||
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