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ON GE-IDEALS OF BORDERED GE-ALGEBRAS

Authors
Shaik, Manzoor KaleemBandaru, RavikumarMukkamala, Sambasiva RaoJun, Young Bae
Issue Date
Feb-2023
Publisher
Yazd University
Keywords
Bordered GE-algebra; Bordered GE-morphism; Dual kernel; GE-ideal
Citation
Algebraic Structures and their Applications, v.10, no.1, pp 17 - 38
Pages
22
Indexed
SCOPUS
Journal Title
Algebraic Structures and their Applications
Volume
10
Number
1
Start Page
17
End Page
38
URI
https://scholarworks.gnu.ac.kr/handle/sw.gnu/68738
DOI
10.22034/as.2022.2700
ISSN
2423-3447
2423-3447
Abstract
In this paper, the properties of GE-ideals of transitive bordered GE-algebra are studied and characterizations of GE-ideals are given. We have observed that the set of all GE-ideals of a transitive bordered GE-algebra forms a complete lattice. The notion of bordered GE-morphism is introduced and established fundamental bordered GE-morphism theorem. A congruence relation on a bordered GE-algebra with respect to GE-ideal is introduced and some bordered GE-morphism theorems are derived. © 2023 Yazd University.
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