Add to ORKGUsing the local subgroup strategy of [3] and [4], we classify the radical sub-groups and chains of the Fischer simple group Fi22 and verify the Alperin weight conjecture and the Uno reductive conjecture for this group; the latter is a refine-ment of the Dade reductive and Isaacs-Navarro conjectures.
The central topic of this thesis is Alperin's weight conjecture, a problem concerning the representa...
In this note, we initiate the study of F-weights for an ℓ-local compact group F over a discrete ℓ-to...
AbstractWe verify Uno's invariant conjecture for Steinberg's triality groups D43(q), q a power of an...
We classify the radical p-subgroups and chains of the Fischer simple group Fi′24 and then verify the...
AbstractThis paper is part of a program to study Alperin's weight conjecture and Dade's ordinary con...
AbstractWe present a new strategy which exploits both the maximal andp-local subgroup structure of a...
The Alperin weight conjecture is central to the modern representation theory of finite groups, and i...
The McKay-Alperin-Dade Conjecture states that the number of complex irreducible characters with a gi...
The Representation Theory of Finite Groups is a thriving subject, with many fascinating and deep ope...
A computacional verication of Alperin's weight conjecture for groups of small order and their p...
The smallest Fischer sporadic simple group Fi22 is generated by a conjugacy class D of 3510 involuti...
Non UBCUnreviewedAuthor affiliation: Friedrich Schiller University of JenaPostdoctora
The blockwise Alperin weight conjecture assets that for any finite group G and any prime l, the numb...
Abstract. The Alperin weight conjecture states that if G is a finite group and p is a prime, then th...
AbstractWe show that the refinement of Alperin's Conjecture proposed in L. Puig (2009) [10, Chap. 16...
The central topic of this thesis is Alperin's weight conjecture, a problem concerning the representa...
In this note, we initiate the study of F-weights for an ℓ-local compact group F over a discrete ℓ-to...
AbstractWe verify Uno's invariant conjecture for Steinberg's triality groups D43(q), q a power of an...
We classify the radical p-subgroups and chains of the Fischer simple group Fi′24 and then verify the...
AbstractThis paper is part of a program to study Alperin's weight conjecture and Dade's ordinary con...
AbstractWe present a new strategy which exploits both the maximal andp-local subgroup structure of a...
The Alperin weight conjecture is central to the modern representation theory of finite groups, and i...
The McKay-Alperin-Dade Conjecture states that the number of complex irreducible characters with a gi...
The Representation Theory of Finite Groups is a thriving subject, with many fascinating and deep ope...
A computacional verication of Alperin's weight conjecture for groups of small order and their p...
The smallest Fischer sporadic simple group Fi22 is generated by a conjugacy class D of 3510 involuti...
Non UBCUnreviewedAuthor affiliation: Friedrich Schiller University of JenaPostdoctora
The blockwise Alperin weight conjecture assets that for any finite group G and any prime l, the numb...
Abstract. The Alperin weight conjecture states that if G is a finite group and p is a prime, then th...
AbstractWe show that the refinement of Alperin's Conjecture proposed in L. Puig (2009) [10, Chap. 16...
The central topic of this thesis is Alperin's weight conjecture, a problem concerning the representa...
In this note, we initiate the study of F-weights for an ℓ-local compact group F over a discrete ℓ-to...
AbstractWe verify Uno's invariant conjecture for Steinberg's triality groups D43(q), q a power of an...