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- Title
SYMMETRIC BI-T-DERIVATION OF LATTICES.
- Authors
JANA, C.; HAYAT, K.; PAL, M.
- Abstract
In this paper, the notion of a new kind of derivation is introduced for a lattice (L, V, Λ), called symmetric bi-T-derivations on L as a generalization of derivation of lattices and characterized some of its related properties. Some equivalent conditions provided for a lattice L with greatest element 1 by the notion of isotone symmetric bi-T-derivation on L. By using the concept of isotone derivation, we characterized the modular and distributive lattices by the notion of isotone symmetric bi-T-derivation on L.
- Subjects
DISTRIBUTIVE lattices; GENERALIZATION
- Publication
TWMS Journal of Applied & Engineering Mathematics, 2019, Vol 9, Issue 3, p554
- ISSN
2146-1147
- Publication type
Article