Publication date
November 2005
DOIAbstract
We use the class equation of a finite group action together with Burnside’s orbit counting theorem to derive classical divisibility theorems
We use the class equation of a finite group action together with Burnside’s orbit counting theorem to derive classical divisibility theorems
AbstractLet G be a finite group which acts on a set S. We present a method of computing the entire d...
We apply the equivariant Burnside group formalism to distinguish linear actions of finite groups, up...
AbstractA canonical map from the Burnside ring Ω(C) of a finite cyclic group C into the Burnside rin...
We use the class equation of a finite group action together with Burnside’s orbit counting theorem t...
Este projeto de pesquisa do Mestrado Profissional em Matemática em Rede Nacional (PROFMAT) da Univer...
that every finitely generated group of bounded exponent is finite? The General Burnside Problem: Is ...
AbstractLet G be a finite group which acts on a set S. We present a method of computing the entire d...
AbstractLet G be a finite group acting on a finite set S. Burnside's formula expresses the number of...
Just as prime numbers can be thought of as the building blocks of the natural numbers, in a similar ...
AbstractThe paper offers a solution to T. P. Speed’s Orbit Problem, describing the orbit decompositi...
As one of the most influential founders of modern group theory, William Burnside and his work genera...
123 pagesThis article is a first step in the study of equations in periodic groups. As an applicatio...
This thesis describes properties of Abelian groups, and develops a study of the properties of divisi...
As one of the most influential founders of modern group theory, William Burnside and his work genera...
The book describes developments on some well-known problems regarding the relationship between order...
AbstractLet G be a finite group which acts on a set S. We present a method of computing the entire d...
We apply the equivariant Burnside group formalism to distinguish linear actions of finite groups, up...
AbstractA canonical map from the Burnside ring Ω(C) of a finite cyclic group C into the Burnside rin...
We use the class equation of a finite group action together with Burnside’s orbit counting theorem t...
Este projeto de pesquisa do Mestrado Profissional em Matemática em Rede Nacional (PROFMAT) da Univer...
that every finitely generated group of bounded exponent is finite? The General Burnside Problem: Is ...
AbstractLet G be a finite group which acts on a set S. We present a method of computing the entire d...
AbstractLet G be a finite group acting on a finite set S. Burnside's formula expresses the number of...
Just as prime numbers can be thought of as the building blocks of the natural numbers, in a similar ...
AbstractThe paper offers a solution to T. P. Speed’s Orbit Problem, describing the orbit decompositi...
As one of the most influential founders of modern group theory, William Burnside and his work genera...
123 pagesThis article is a first step in the study of equations in periodic groups. As an applicatio...
This thesis describes properties of Abelian groups, and develops a study of the properties of divisi...
As one of the most influential founders of modern group theory, William Burnside and his work genera...
The book describes developments on some well-known problems regarding the relationship between order...
AbstractLet G be a finite group which acts on a set S. We present a method of computing the entire d...
We apply the equivariant Burnside group formalism to distinguish linear actions of finite groups, up...
AbstractA canonical map from the Burnside ring Ω(C) of a finite cyclic group C into the Burnside rin...
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