Finite non-solvable groups whose real degrees are prime-powers
Lorenzo Bonazzi

TL;DR
This paper characterizes finite non-solvable groups where all real irreducible character degrees are prime powers, providing a detailed description of such groups.
Contribution
It offers a classification of non-solvable groups with prime-power real irreducible character degrees, a previously unexplored area.
Findings
Identified conditions for non-solvable groups with prime-power real degrees
Provided a complete description of these groups
Extended understanding of character degree structures in finite groups
Abstract
We present a description of non-solvable groups in which all real irreducible character degrees are prime-power numbers.
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Taxonomy
TopicsFinite Group Theory Research · Rings, Modules, and Algebras · graph theory and CDMA systems
