Abstract
Let G be a finite group with identity element e. The intersection power graph ΓIP (G) of G is the undirected graph whose vertex set is
the elements of G and two distinct vertices a, b are adjacent in ΓIP (G) if
there exists a non-identity element c such that a
p = c = b
q
for two positive integers p, q and e is adjacent to all other vertices of ΓIP (G). In the
present paper, we determine some finite groups whose intersection power
graphs having book thickness at most two. Also, we attain a lower bound
for α0(ΓIP (G)).
M. Aysha Aprose, S. Syed Ali Fathima. (2020) Further Results on Intersection Power Graph of Finite Groups, Punjab University Journal of Mathematics, Volume 52 , Issue 10.
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