Paradeduction in Axiomatic Formal Systems

Published 3 Oct 2017 in math.LO | (1710.01284v2)

Abstract: The concept of paradeduction is presented in order to justify that we can overlook contradictory information taking into account only what is consistent. Besides that, paradeduction is used to show that there is a way to transform any logic, introduced as an axiomatic formal system, into a paraconsistent one.

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