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Pseudo-MV algebras as \(L\)-algebras
J. Multiple Valued Log. Soft Comput., 2012Summary: Pseudo-MV algebras are viewed as an algebraic framework of ``noncommutative'' reasoning with two negations. In this paper, we observe that pseudo-MV algebras can be described as monoids with a single negation. This leads to a characterization of pseudo-MV algebras as semiregular \(L\)-algebras with negation, especially, the proof neither makes
Yichuan Yang, Wolfgang Rump
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The Tetrahedron algebra, the Onsager algebra, and the
Journal of Algebra, 2007Paul Terwilliger
exaly
An algebra of transfer functions for distributed linear time-invariant systems
IEEE Transactions on Circuits and Systems, 1978F Callier, C Desoer
exaly
An implication based study on Łukasiewicz (Monteiro) 3-valued algebra and pre-rough algebra
Information Sciences, 2020Anirban Saha, Jayanta Sen
exaly
Every effect algebra can be made into a total algebra
Algebra Universalis, 2009I Chajda, R Halas
exaly

