Oct 6, 2007 · We investigate an expansion of quasi-MV algebras ([10]) by a genuine quantum unary operator. The variety ′ Q M V of such ′ quasi-MV algebras ...
Abstract. We investigate an expansion of quasi- MV algebras ([10]) by a genuine quan- tum unary operator. The variety V^QMV of such \p quasi-MV algebras has ...
Expanding Quasi-MV Algebras by a Quantum Operator - ResearchGate
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Oct 22, 2024 · We investigate an expansion of quasi-MV algebras ([10]) by a genuine quantum unary operator. The variety ′ Q M V \sqrt{\prime} ...
We introduce a generalization of MV algebras motivated by the investigations into the structure of quantum logical gates. After laying down the foundations of ...
quasi-MV algebras, i.e. quasi-. MV algebras expanded by an operation of square root of the inverse, which is the algebraic counterpart of the logical gate of ...
Quasi-MV algebras are generalisations of MV algebras arising in quantum computational logic. Although a reasonably complete description of the lattice of ...
Let A A and B B be √′ ′ qMV-algebras. A morphism from A A to B B is a function h:A→B h : A → B that is a homomorphism:.
Roberto Giuntini , Antonio Ledda , Francesco Paoli: Expanding Quasi-MV Algebras by a Quantum Operator. Stud Logica 87(1): 99-128 (2007).
Paoli, Expanding quasi-MV algebras by a quantum operator, Studia Logica 87, 1 (2007), pp. 99–128. [10] R. Giuntini, A. Ledda and F. Paoli, Categorical ...
Oct 22, 2024 · In this paper we make an algebraic study of the variety of MV*-algebras introduced by C. C. Chang as an algebraic counterpart for a logic ...