Algunas aplicaciones filosóficas de las lógicas multivalentes
Theoria 7 (1/2/3):141-163 (1992)
| Abstract | Many-Valued logics can harbour nonclassical connectives expressing truth-nuances. The course of development of many-valued logics has given rise to paraconsistent systems wherein a sentence can be both negated and asserted just in case it is only partly true. A recently implemented family of such logics is shown to be a useful tool in coping with a number of philosophical difficulties, such as Zeno’s paradox of the arrow. This family is somehow akin to fuzzy logics initiated by Zadeh, but unlike them it contains as a tautology the principle of excluded middle | |||||||||
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