This paper investigates a new generalization of Wajsberg algebras, called quasi-pseudo-Wajsberg algebras. Such algebras also gener- alize both pseudo ...
This paper investigates a new generalization of Wajsberg algebras, called quasi-pseudo-Wajsberg algebras. Such algebras also generalize both pseudo-Wajsberg ...
Jan 7, 2024 · We redefine the pre-MV and meta-MV algebras, by introducing the notion of pre-Wajsberg and meta-Wajsberg algebras, as generalizations of quantum-Wajsberg ...
Iorgulescu redefined the quantum-MV algebras, and she generalized these algebras, by introducing three new algebras: orthomodular, pre-MV and meta-MV algebras.
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The New Generalization of Wajsberg Algebras Wenjuan Chen Abstract · Full Text (IP). p. 135-156. Free Finitely Generated Linear Hilbert Algebras with Supremum
Starting from quasi-Wajsberg algebras (which are generalizations of Wajsberg algebras), whose regular sets are Wajsberg algebras, we introduce a theory of ...
Mar 29, 2019 · In this paper we continue to investigate weak pseudo-quasi-Wajsberg algebras which are called weak PQW-algebras for short.
Oct 11, 2018 · In this paper we introduce the notion of PSRU-algebras as a generalization of BE-algebras, we investigate its elementary properties.
Some attempts to give algebraic counterparts of the Multivalued Lukasiewicz. Propositional Calculi can be found in the literature. In [4] Chang introduced.
We present the basic theory of the most natural algebraic counterpart of the א0-valued Lukasiewicz calculus, strictly logically formulated.