For a p-block B of a finite group G, we give a bound of the order of its defect group D in terms of k(B), the number of the irreducible ordinary characters in B.Mathematics, AppliedMathematicsSCI(E)0ARTICLE111420-14254
An important result in ordinary character theory is the Ito-Michler theorem, which asserts that a pr...
AbstractLet d be the degree of an irreducible character of a finite group G. We can write |G|=d(d+e)...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
AbstractLet G be a finite group and B be a p-block of G with an abelian defect group and inertial in...
Let p be a rational prime. A long-standing conjecture of R. Brauer is the claim that k(B) ≤ |D | wh...
In this article, we give some new results on the block with a minimal nonabelian matacyclic defect g...
Given a p-subgroup P of a finite group G, we express the number of p-blocks of G with defect group P...
AbstractIf b is a p-block of a normal subgroup N of a finite group G of odd order and b⁎ is its Brau...
AbstractLet G be a finite group and B be a p-block of G with an abelian defect group and inertial in...
In this paper we give another method to determine the existence of blocks with given defect group. A...
We investigate suitable generalisations of the conjectures of Brauer and Olsson bounding numbers of ...
AbstractIf b is a p-block of a normal subgroup N of a p-solvable group G and b* is its Brauer corres...
Let A and G be finite groups with (\A\, \G\) = 1. We assume that A acts on G via automorphism. Let N...
We classify all p-blocks of the symmetric and alternating groups where all irreducible p-Brauer char...
This study is conducted & submitted in partial fulfillment of the requirements for the degree of Mas...
An important result in ordinary character theory is the Ito-Michler theorem, which asserts that a pr...
AbstractLet d be the degree of an irreducible character of a finite group G. We can write |G|=d(d+e)...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
AbstractLet G be a finite group and B be a p-block of G with an abelian defect group and inertial in...
Let p be a rational prime. A long-standing conjecture of R. Brauer is the claim that k(B) ≤ |D | wh...
In this article, we give some new results on the block with a minimal nonabelian matacyclic defect g...
Given a p-subgroup P of a finite group G, we express the number of p-blocks of G with defect group P...
AbstractIf b is a p-block of a normal subgroup N of a finite group G of odd order and b⁎ is its Brau...
AbstractLet G be a finite group and B be a p-block of G with an abelian defect group and inertial in...
In this paper we give another method to determine the existence of blocks with given defect group. A...
We investigate suitable generalisations of the conjectures of Brauer and Olsson bounding numbers of ...
AbstractIf b is a p-block of a normal subgroup N of a p-solvable group G and b* is its Brauer corres...
Let A and G be finite groups with (\A\, \G\) = 1. We assume that A acts on G via automorphism. Let N...
We classify all p-blocks of the symmetric and alternating groups where all irreducible p-Brauer char...
This study is conducted & submitted in partial fulfillment of the requirements for the degree of Mas...
An important result in ordinary character theory is the Ito-Michler theorem, which asserts that a pr...
AbstractLet d be the degree of an irreducible character of a finite group G. We can write |G|=d(d+e)...
AbstractWe observe that Navarro's definition of a vertex for an irreducible character of a p-solvabl...
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