AbstractTwo non-isomorphic finite groups form a Brauer pair if there exist a bijection for the conjugacy classes and a bijection for the irreducible characters that preserve all the character values and the power map. Generalizing the definition of a Brauer pair we introduce the notion of a Brauer t-tuple. We show that Brauer t-tuples exist for any t⩾2
AbstractTwo character tables of finite groups are isomorphic if there exist a bijection for the irre...
AbstractThe irreducible Brauer characters ofSLn(q) are investigated for primeslnot dividingq. They a...
Let G be a finite group and F a field, then to any finite G-set X we may associate a F [G]-permutati...
AbstractTwo non-isomorphic finite groups form a Brauer pair if there exist a bijection for the conju...
If GG is a non-cyclic finite group, non-isomorphic GG-sets X,YX,Y may give rise to isomorphic permut...
AbstractClifford theory provides well behaved character correspondences between different groups whi...
Througout this paper G, Z and Q denote a finite group, the ring of rational integers and the rationa...
AbstractTwo character tables of finite groups are isomorphic if there exist a bijection for the irre...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
Let $N$ be a normal subgroup of a finite group $G$ and let $H/N$ be a normal $p$-subgroup of $G/N,$ ...
AbstractFor a finite group G and a fixed prime p, one can attach to each irreducible Brauer characte...
Let F be an algebraically closed field of positive characteristic p. Let G and H be finite groups. L...
We prove two isomorphisms of categories involving Brauer pairs on $p$-permutation $N$-interior $G$-a...
For nN, we denote by (n) the set of prime divisors of n. Let G be a finite group. Denote by IBrp(G) ...
AbstractThis article is a continuation of my article, “On Isomorphisms of a Brauer Character Ring on...
AbstractTwo character tables of finite groups are isomorphic if there exist a bijection for the irre...
AbstractThe irreducible Brauer characters ofSLn(q) are investigated for primeslnot dividingq. They a...
Let G be a finite group and F a field, then to any finite G-set X we may associate a F [G]-permutati...
AbstractTwo non-isomorphic finite groups form a Brauer pair if there exist a bijection for the conju...
If GG is a non-cyclic finite group, non-isomorphic GG-sets X,YX,Y may give rise to isomorphic permut...
AbstractClifford theory provides well behaved character correspondences between different groups whi...
Througout this paper G, Z and Q denote a finite group, the ring of rational integers and the rationa...
AbstractTwo character tables of finite groups are isomorphic if there exist a bijection for the irre...
AbstractIt is well known that the perfect isometries predicted in Broué's conjecture do not always e...
Let $N$ be a normal subgroup of a finite group $G$ and let $H/N$ be a normal $p$-subgroup of $G/N,$ ...
AbstractFor a finite group G and a fixed prime p, one can attach to each irreducible Brauer characte...
Let F be an algebraically closed field of positive characteristic p. Let G and H be finite groups. L...
We prove two isomorphisms of categories involving Brauer pairs on $p$-permutation $N$-interior $G$-a...
For nN, we denote by (n) the set of prime divisors of n. Let G be a finite group. Denote by IBrp(G) ...
AbstractThis article is a continuation of my article, “On Isomorphisms of a Brauer Character Ring on...
AbstractTwo character tables of finite groups are isomorphic if there exist a bijection for the irre...
AbstractThe irreducible Brauer characters ofSLn(q) are investigated for primeslnot dividingq. They a...
Let G be a finite group and F a field, then to any finite G-set X we may associate a F [G]-permutati...