26 citations · 58 across the 33 of their papers we have counts for
40 papers
Primes and The Field of Values of Characters
Nguyen N. Hung, Gabriel Navarro, Pham Huu Tiep
Let be a prime. For , the fields of values of the complex irreducible characters of finite groups whose degrees are not divisible by have been classified; for odd prim…
Irreducible restrictions of spin representations of symmetric and alternating groups
Alexander Kleshchev, Lucia Morotti, Pham Huu Tiep
Let be an algebraically closed field and be an almost quasi-simple group. An important problem in representation theory is to classify the subgroups and $\ma…
Principal blocks, irreducible restriction, fields and degrees
Richard Lyons, J. Miquel Martínez, Gabriel Navarro +1
Several recent problems in the representation theory of finite groups require determining whether certain characters of almost simple groups belong to the principal block. Since th…
A reduction theorem for the Feit conjecture
Robert Boltje, Alexander Kleshchev, Gabriel Navarro +1
We prove that if all the simple groups involved in a finite group satisfy the `inductive Feit condition', then Walter Feit's conjecture from 1980 holds for . In particular,…
Minimal polynomials of -elements of finite groups of Lie type with cyclic Sylow -subgroups
Pham Huu Tiep, Alexandre Zalesski
Extending earlier results of the authors on minimal polynomials of -elements of finite groups of Lie type in cross-characteristic representations, this paper focuses on the case…
Local systems and Suzuki groups
L. Alpoge, N. M. Katz, G. Navarro +2
We study geometric monodromy groups $G_{\geo,\sF_q}$ of the local systems $\sF_q$ on the affine line over $\F_2$ of rank , , constructed in \cite{Ka-ER…