AbstractIf b is a p-block of a normal subgroup N of a p-solvable group G and b* is its Brauer correspondent in NN(L), where L is a defect group of b, then Harris–Knörr correspondents over b and b* contain equal numbers of irreducible Brauer characters over height zero Brauer characters
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
AbstractSuppose that a group A acts on a group G of coprime order; then the Glauberman-Isaacs corres...
Let G be a p-solvable group, P ≤ G a p-subgroup and χ ∈ Irr(G) such that χ(1)p ≥ |G : P |p. We prove...
AbstractFor a finite group G and a fixed prime p, one can attach to each irreducible Brauer characte...
AbstractIf b is a p-block of a normal subgroup N of a finite group G of odd order and b⁎ is its Brau...
Let $N$ be a normal subgroup of a finite group $G$ and let $H/N$ be a normal $p$-subgroup of $G/N,$ ...
We observe that Navarro's definition of a vertex for an irreducible character of a $p$-solvable grou...
AbstractIf b is a p-block of a normal subgroup N of a finite group G of odd order and b⁎ is its Brau...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
If G is finite group and P is a Sylow p-subgroup of G, we prove that there is a unique largest norma...
AbstractSuppose that a group A acts on a group G of coprime order; then the Glauberman-Isaacs corres...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
Copyright c © 2013 Xiaoyou Chen and Jiwen Zeng. This is an open access article dis-tributed under th...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
AbstractSuppose that a group A acts on a group G of coprime order; then the Glauberman-Isaacs corres...
Let G be a p-solvable group, P ≤ G a p-subgroup and χ ∈ Irr(G) such that χ(1)p ≥ |G : P |p. We prove...
AbstractFor a finite group G and a fixed prime p, one can attach to each irreducible Brauer characte...
AbstractIf b is a p-block of a normal subgroup N of a finite group G of odd order and b⁎ is its Brau...
Let $N$ be a normal subgroup of a finite group $G$ and let $H/N$ be a normal $p$-subgroup of $G/N,$ ...
We observe that Navarro's definition of a vertex for an irreducible character of a $p$-solvable grou...
AbstractIf b is a p-block of a normal subgroup N of a finite group G of odd order and b⁎ is its Brau...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
If G is finite group and P is a Sylow p-subgroup of G, we prove that there is a unique largest norma...
AbstractSuppose that a group A acts on a group G of coprime order; then the Glauberman-Isaacs corres...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
Copyright c © 2013 Xiaoyou Chen and Jiwen Zeng. This is an open access article dis-tributed under th...
Let G be a finite solvable or symmetric group, and let B be a 2-block of G. We construct a canonica...
AbstractSuppose that a group A acts on a group G of coprime order; then the Glauberman-Isaacs corres...
Let G be a p-solvable group, P ≤ G a p-subgroup and χ ∈ Irr(G) such that χ(1)p ≥ |G : P |p. We prove...
DOI
Add to ORKG