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https://doi.org/10.1080/11663081.1998.10510932
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Cite Publication Date: Jan 1, 1998 | |
 Citations: 17 |
Affiliation: Pontifical Catholic University of Rio de Janeiro
ABSTRACT In this paper it is shown that a broad class of propositional logics can be interpreted in an equational logic based on fork algebras. This interpetability enables us to develop a fork-algebraic formalization of these logics and, as a consequence, to simulate non-classical means of reasoning with equational theories algebras.
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