Strong Implicative Filters of Residuated Lattice Wajsberg Algebras
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Abstract
The goal of this study is to provide some characterization of strong implicative filter of residuated lattice Wajsberg algebra, as well as to investigate various features in terms of fuzzy subset. Every strong implicative filter becomes an implicative filter of residuated lattice Wajsberg algebra under a set of comparable conditions.
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