1 citations · 2 across the 12 of their papers we have counts for
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The Prime Graphs of Groups With Arithmetically Small Composition Factors
Timothy J. Edwards, Thomas Michael Keller, Ryan M. Pesak +1
We continue the study of prime graphs of finite groups, also known as Gruenberg-Kegel graphs. The vertices of the prime graph of a finite group are the prime divisors of the group…
A classification of prime graphs of pseudo-solvable groups
Ziyu Huang, Thomas Michael Keller, Shane Kissinger +3
The prime graph of a finite group (also known as the Gruenberg-Kegel graph) has as its vertices the prime divisors of , and is an edge in if and o…
On the Generation, Structure, and Symmetries of Minimal Prime Graphs
Ziyu Huang, Thomas Michael Keller, Shane Kissinger +2
In this paper we continue the study of prime graphs of finite solvable groups. The prime graph, or Gruenberg-Kegel graph, of a finite group G has vertices consisting of the prime d…