Abstract
In a finite group, an order subset is a maximal set of elements of the same order. We discuss three questions about finite groups having the property that the cardinalities of all order subsets of divide the order of . We provide a new proof to one of these questions and evidence to support answers to the other two questions.
Citation
Lenny Jones. Kelly Toppin. "On three questions concerning groups with perfect order subsets." Involve 4 (3) 251 - 261, 2011. https://doi.org/10.2140/involve.2011.4.251
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