We give new evidence to the fact that the structure of a solvable group can be controlled by irreducible monomial characters. In particular, we inspect the role of monomial characters in the Isaacs-Navarro-Wolf conjecture and in Gluck's conjecture.
Rossi, D. (2023). Monomial characters of finite solvable groups. ARCHIV DER MATHEMATIK, 120(4), 339-347 [10.1007/s00013-023-01827-4].
Monomial characters of finite solvable groups
Rossi, D
2023
Abstract
We give new evidence to the fact that the structure of a solvable group can be controlled by irreducible monomial characters. In particular, we inspect the role of monomial characters in the Isaacs-Navarro-Wolf conjecture and in Gluck's conjecture.
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