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pa-BCL+ Algebras and Groups |
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PP: 891-897 |
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doi:10.18576/amis/110329
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Author(s) |
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Yonghong Liu,
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Abstract |
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| A BCL+ algebras can be considered as a fragment of propositional logic containing only a logical connective implication a binary operation → and 1 which is interpreted as the value true. This paper offers a new abstract structure, which is called the pseudoassociation BCL+ algebras (simply pa-BCL+ algebras). Because of its origin in BCL+ algebras, we increase the pseudo-association law and ordered structure, but the connection is not a simple derivation, it involved groups, abelian and semigroups. We will give some concepts and characterizations in the pa-BCL+ algebras. As a result, the pa-BCL+ algebras have more complex algebraic structures.
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