16 citations · 31 across the 10 of their papers we have counts for
13 papers
Finite groups can be generated by a pi-subgroup and a pi'-subgroup
Thomas Breuer, Robert M. Guralnick
Answering a question of Dan Haran and generalizing some results of Aschbacher-Guralnick and Suzuki, we prove that given a set of primes pi, any finite group can be generated by a p…
The Loewy Structure of Certain Fixpoint Algebras, Part II
Thomas Breuer, László Héthelyi, Erzsébet Horváth +1
In Part I of this paper, we introduced a class of certain algebras of finite dimension over a field. All these algebras are split, symmetric and local. Here we continue to investig…
Verification of the ordinary character table of the Baby Monster
Thomas Breuer, Kay Magaard, Robert Wilson
We prove the correctness of the character table of the sporadic simple Baby Monster group that is shown in the Atlas of Finite Groups.
Some steps in the verification of the ordinary character table of the Baby Monster group
Thomas Breuer, Kay Magaard, Robert A. Wilson
We show the details of certain computations that are described in [BMW19].
Subgroups of arbitrary even ordinary depth
Hayder Abbas Janabi, Thomas Breuer, Erzsebet Horvath
We show that for each positive integer , there are a group and a subgroup such that the ordinary depth is . This solves the open problem posed by Lars Kadi…
The completion of the -modular character table of the Chevalley group and its covering group
Thomas Breuer, Gerhard Hiss, Frank Lübeck +1
Using computational methods, we complete the determination of the -modular character table of the Chevalley group and its covering group.