5 citations · 13 across the 16 of their papers we have counts for
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Normal subgroups of odd-order monomial groups
Maria Loukaki
A finite group is called monomial if every irreducible character of is induced from a linear character of some subgroup of . One of the main questions regarding monomial…
Linear limits of irreducible characters
Everett Dade, Maria Loukaki
Nearly twenty years ago Isaacs and the first author of this paper wrote a series of articles \cite{isa2}, \cite{da3}, \cite{da2} about what were called ``stabilizer limits'' of gro…
Hyperbolic modules and cyclic subgroups
Maria Loukaki
Let be a finite group of odd order, $\F$ a finite field of odd characteristic and $\B$ a finite--dimensional symplectic $\F G$-module. We show that $\B$ is $\F G$-hyperboli…
Extendible characters and monomial groups of odd order
Maria Loukaki
Let be a finite -solvable group, where is an odd prime. We establish a connection between extendible irreducible characters of subgroups of that lie under monomial c…
Homogeneous products of characters
Edith Adan-Bante, Maria Loukaki, Alexander Moretó
I. M. Isaacs has conjectured (see \cite{isa00}) that if the product of two faithful irreducible characters of a solvable group is irreducible, then the group is cyclic. In this pap…