Add to ORKGColor poster with text and models.The purpose of this study was to study Young tableaus, which are combinatorial objects useful in the study of representation theory of symmetric groups, using mathematical theory.University of Wisconsin--Eau Claire Office of Research and Sponsored Programs
We use Young tableaux and Young symmetrizers to classify the irreducible represen-tations over C of ...
The algebra of symmetric functions, the representation theory of the symmetric group, and the geomet...
AbstractThe hyperoctahedral group (the Weyl group of the root system Bn) has seven distinct nonsplit...
AbstractThis paper is concerned with structural and algorithmic aspects of certain R-bases in polyno...
An explicit formula for the chromatic polynomials of certain families of graphs, called ‘bracelets’,...
Color poster with text and diagrams.This study investigates the the use of inductive bases for the s...
In this work, we present the basic representation theory of the symmetric group and its combinatori...
AbstractAn explicit formula for the chromatic polynomials of certain families of graphs, called `bra...
One of the main problems in representation theory is the decomposition of a group representation int...
Specht polynomials classically realize the irreducible representations of the symmetric group. The i...
AbstractAn explicit formula for the chromatic polynomials of certain families of graphs, called `bra...
The Standard Young Tableaux are used to label the basis vectors of the standard or Young Yamanouchi ...
AbstractThe method of Young diagrams for the symmetric groups is reformulated with special emphasis ...
AbstractThe chromatic polynomials considered in this paper are associated with graphs constructed in...
A long-standing open problem in the representation theory of the finite general linear groups is to ...
We use Young tableaux and Young symmetrizers to classify the irreducible represen-tations over C of ...
The algebra of symmetric functions, the representation theory of the symmetric group, and the geomet...
AbstractThe hyperoctahedral group (the Weyl group of the root system Bn) has seven distinct nonsplit...
AbstractThis paper is concerned with structural and algorithmic aspects of certain R-bases in polyno...
An explicit formula for the chromatic polynomials of certain families of graphs, called ‘bracelets’,...
Color poster with text and diagrams.This study investigates the the use of inductive bases for the s...
In this work, we present the basic representation theory of the symmetric group and its combinatori...
AbstractAn explicit formula for the chromatic polynomials of certain families of graphs, called `bra...
One of the main problems in representation theory is the decomposition of a group representation int...
Specht polynomials classically realize the irreducible representations of the symmetric group. The i...
AbstractAn explicit formula for the chromatic polynomials of certain families of graphs, called `bra...
The Standard Young Tableaux are used to label the basis vectors of the standard or Young Yamanouchi ...
AbstractThe method of Young diagrams for the symmetric groups is reformulated with special emphasis ...
AbstractThe chromatic polynomials considered in this paper are associated with graphs constructed in...
A long-standing open problem in the representation theory of the finite general linear groups is to ...
We use Young tableaux and Young symmetrizers to classify the irreducible represen-tations over C of ...
The algebra of symmetric functions, the representation theory of the symmetric group, and the geomet...
AbstractThe hyperoctahedral group (the Weyl group of the root system Bn) has seven distinct nonsplit...