2 papers
math.GR2024
Finite solvable tidy Groups whose orders are divisible by two primes
Nicolas F. Beike, Rachel Carleton, David G. Costanzo +4
In this paper, we investigate finite solvable tidy groups. We classify the tidy -groups. Combining this with a previous result, we are able to characterize the finite t…
math.GR2021
Extending Morgan and Parker's results about commuting graphs
Nicolas F. Beike, Rachel Carleton, David G. Costanzo +4
Morgan and Parker have proved that if is a group satisfying the condition that , then the connected components of the commuting graph of have diameter at most $10…