In this paper, we studied the structural properties of sub-algebra of a finite lattice implication algebra and proposed a method for extracting a sub-algebra ...
In this paper, we studied the structural properties of sub-algebra of a finite lattice implication algebra and proposed a method for extracting a sub-algebra ...
Sub-algebras of Finite Lattice Implication Algebra | Semantic Scholar
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The structural properties of sub-algebra of a finite lattice implication algebra are studied and a method for extracting a sub-Algebra from it is proposed.
Recall that [11] gives a characterization of pairs (L, A), where L is a lattice and A a unary algebra, such that the subalgebra lattice of A is isomorphic to L.
Jan 29, 2013 · It is very well known and easy to show that every finite commutative algebra can be uniquely decomposed into a direct sum of local algebras.
Missing: Implication | Show results with:Implication
In this paper, we use the theory of natural duality to study subalgebra lattices in the finitely generated varieties of MV-algebras.
Missing: Implication | Show results with:Implication
Oct 22, 2024 · The notion of sub algebras, normal subalgebras in an implication algebra are investigated. Quotient implication algebras and kernels in an ...
We show that every finite, finitely related algebra in a congruence distributive variety has a near unanimity term operation. As a consequence we answer the ...
Jun 6, 2020 · The subalgebra lattice SubA is one of the basic derived structures associated with an algebra A( together with such structures as the group of ...
Missing: Finite | Show results with:Finite
In this paper, we begin to study the subalgebra lattice of a Leibniz algebra. In particular, we deal with Leibniz algebras whose subalgebra lattice is modular.