AbstractWe introduce a stronger and more tractable form of Oliverʼs p-group conjecture, and derive a reformulation in terms of the modular representation theory of a quotient group. The Sylow p-subgroups of the symmetric group Sn and of the general linear group GLn(Fq) satisfy both the strong conjecture and its reformulation
Abstract We study the pro-p group G whose finite quotients give the prototypical Sylow p-subgroup of...
AbstractWe define a new non-identity characteristic subgroup, D⁎(S), of a finite p-group S, and prov...
AbstractAn extension of the well-known Frobenius criterion of p-nilpotence in groups with modular Sy...
We introduce a stronger and more tractable form of Olivers p-group conjecture, and derive a reformul...
AbstractWe introduce a stronger and more tractable form of Oliverʼs p-group conjecture, and derive a...
Let $p$ be an odd prime and $S$ a finite $p$-group. B.~Oliver's conjecture arises from an open probl...
Abstract. Let p be an odd prime and S a finite p-group. B. Oliver’s conjec-ture arises from an open ...
In this thesis, we study the representation theory of the symmetric groups $\mathfrak{S}_n$, their S...
AbstractWe use the classification of finite simple groups to demonstrate that Conjecture 4.1 of G. R...
peer reviewedIt is shown that Maeda's conjecture on eigenforms of level 1 implies that for every pos...
AbstractJames and Mathas conjecture a criterion for the Specht module Sλ for the symmetric group to ...
AbstractWe settle a conjecture of Walter Carlip (1994) [2, Conjecture 1.3]. Suppose that G is a fini...
This note is devoted to some questions about the representation theory over the finite field $\F2$ o...
We study a variety of questions related to the Scott modules S(G,Q) associated to a finite group G, ...
AbstractLet G be a finite p-group satisfying [G,G]⩽G4 for p=2 and γp−1(G)⩽Gp for p>2. The main goal ...
Abstract We study the pro-p group G whose finite quotients give the prototypical Sylow p-subgroup of...
AbstractWe define a new non-identity characteristic subgroup, D⁎(S), of a finite p-group S, and prov...
AbstractAn extension of the well-known Frobenius criterion of p-nilpotence in groups with modular Sy...
We introduce a stronger and more tractable form of Olivers p-group conjecture, and derive a reformul...
AbstractWe introduce a stronger and more tractable form of Oliverʼs p-group conjecture, and derive a...
Let $p$ be an odd prime and $S$ a finite $p$-group. B.~Oliver's conjecture arises from an open probl...
Abstract. Let p be an odd prime and S a finite p-group. B. Oliver’s conjec-ture arises from an open ...
In this thesis, we study the representation theory of the symmetric groups $\mathfrak{S}_n$, their S...
AbstractWe use the classification of finite simple groups to demonstrate that Conjecture 4.1 of G. R...
peer reviewedIt is shown that Maeda's conjecture on eigenforms of level 1 implies that for every pos...
AbstractJames and Mathas conjecture a criterion for the Specht module Sλ for the symmetric group to ...
AbstractWe settle a conjecture of Walter Carlip (1994) [2, Conjecture 1.3]. Suppose that G is a fini...
This note is devoted to some questions about the representation theory over the finite field $\F2$ o...
We study a variety of questions related to the Scott modules S(G,Q) associated to a finite group G, ...
AbstractLet G be a finite p-group satisfying [G,G]⩽G4 for p=2 and γp−1(G)⩽Gp for p>2. The main goal ...
Abstract We study the pro-p group G whose finite quotients give the prototypical Sylow p-subgroup of...
AbstractWe define a new non-identity characteristic subgroup, D⁎(S), of a finite p-group S, and prov...
AbstractAn extension of the well-known Frobenius criterion of p-nilpotence in groups with modular Sy...