TY - JOUR
ID - 296
TI - On Invariant Graph Of Γ-Near-Ring
JO - Global Analysis and Discrete Mathematics
JA - GADM
LA - en
SN - 2476-5341
AU - Khamseh, Elaheh
AD - Department of mathematics, Islamic Azad university, Shahr-e-Qods Branch, Tehran, Iran.
Y1 - 2022
PY - 2022
VL - 7
IS - 2
SP - 145
EP - 150
KW - invariant subset
KW - near-ring
KW - commutativity
DO - 10.22128/gadm.2022.582.1076
N2 - Let U be an invariant subset of finite Γ-near-ring M. There are many papers that consider the graph respect to the near-ring and the interplay between algebraic structures and graphs are studied. Indeed, it is worthwhile to relate algebraic properties of near-ring to the combinatorics properties of assigned graphs. In this paper the graph with respect to an invariant subset U of Γ-near-ring M, denoted by Γ α U (M) is introduced and the basic properties of it is investigated. Also the relation between the commutativity of M and properties of this graph is presented.
UR - https://gadm.du.ac.ir/article_296.html
L1 - https://gadm.du.ac.ir/article_296_89bbaf346995e5fcbd1776f928f16e01.pdf
ER -