| Home  | About ScienceAsia  | Publication charge  | Advertise with us  | Subscription for printed version  | Contact us  
Editorial Board
Journal Policy
Instructions for Authors
Online submission
Author Login
Reviewer Login
Volume 47 Number 5
Volume 47 Number 4
Volume 47S Number 1
Volume 47 Number 3
Volume 47 Number 2
Volume 47 Number 1
Earlier issues
Volume 47 Number 4 Volume 47 Number 5

previous article

Research articles

ScienceAsia 47 (2021): 657-664 |doi: 10.2306/scienceasia1513-1874.2021.091


The intersection power graph associated with a finite group


Wei Lv, Xuanlong Ma*

 
ABSTRACT:     We characterize the independence number of the intersection power graph of a group, which extends some results in Aprose et al [Punjab Univ J Math 52 (2020):4753]. Moreover, the finite groups with dominatable intersection power graphs are characterized, which generalizes some results in Bera [Electron J Graph Theory Appl 6 (2018):178189]. Furthermore, we characterize the finite groups whose intersection power graphs equal to their power graphs, enhanced power graphs, commuting graphs, and order supergraphs.

Download PDF

38 Downloads 127 Views


a School of Science, Xi?an Shiyou University, Xi?an 710065 China

* Corresponding author, E-mail: xuanlma@mail.bnu.edu.cn

Received 30 Sep 2020, Accepted 8 Aug 2021