On Symmetric Bi-Derivations of Lattice Implication Algebras
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Date
2017
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Publisher
GAZI UNIV
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Abstract
In this paper we introduced the notion of symmetric bi-derivations on lattice implication algebra and investigated some related properties. Also we characterized the FixD (L) and KerD (L) by symmetric bi-derivations. Additionally we proved that if D is a symmetric bi-derivation of a lattice implication algebra every filter F is D-invariant.
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Keywords
Lattice implication algebras, Derivation, Self-distributive, Filter, Normal filter, KerD, FixD, Filter, Fixd, Lattice Implication Algebras, Derivation, Normal Filter, Kerd, Self-distributive
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Volume
30
Issue
1
Start Page
431
End Page
441
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Web of Science™ Citations
1
checked on Apr 09, 2026
