Homomorphism and characterization of Lattice−Fuzzy sub Γ-Nearrings | Zendy

S. Ragamayi | Zendy; T. Eswarlal | Zendy; N. Konda Reddy | Zendy

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Homomorphism and characterization of Lattice−Fuzzy sub Γ-Nearrings

Author(s) -

S. Ragamayi,

T. Eswarlal,

N. Konda Reddy

Publication year - 2019

Publication title -

international journal of innovative technology and exploring engineering

Language(s) - English

Resource type - Journals

ISSN - 2278-3075

DOI - 10.35940/ijitee.b9078.129219

Subject(s) - homomorphism , lattice (music) , congruence lattice problem , fuzzy logic , distributive lattice , mathematics , complete lattice , distributive property , map of lattices , pure mathematics , discrete mathematics , combinatorics , computer science , universality (dynamical systems) , physics , condensed matter physics , artificial intelligence , reciprocal lattice , quantum mechanics , acoustics , diffraction

In this article, we bring in the concept of homomorphism of an Lattice-Fuzzy sub Γ-Nearring where L is a complete lattice satisfying infinite meet distributive law. Also, we define an Lattice-Fuzzy characteristic Sub Γ-Nearring and establish a one-one correspondence between an Lattice-Fuzzy characteristic Sub Γ-Nearring of a Γ-Nearring and crisp characteristic Sub Γ-Nearring of a Γ- Nearring.

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