Abstract
Let G be a finite solvable group and let p be a prime. Let P ∈ Syl p (G) and N = N G (P). We prove that there exists a natural bijection between the 2-Brauer irreducible characters of p′-degree of G and those of N G (P).
ACKNOWLEDGMENTS
The author is supported by an FPU fellowship of the Spanish Ministerio de Educación y Ciencia.
This work is part of a doctoral thesis completed at the Universidad de Valencia, under the supervision of Prof. Gabriel Navarro and Prof. Alexander Moretó.
Notes
Communicated by Turnel.