8 pagesWe combine Young idempotents in the group algebra of the symmetric group with the action of the symmetric group on products of Vandermonde determinants to obtain idempotents with polynomial coefficients
A MacMahon symmetric function is a formal power series in a finite number of alphabets that is invar...
We present some inverses and group inverses results for linear combinations of two idempotents and t...
For any (Formula presented.) a (Formula presented.)-constacyclic code (Formula presented.), of lengt...
8 pagesWe combine Young idempotents in the group algebra of the symmetric group with the action of t...
AbstractAn analogue of the exponential generating function for derangement numbers in the symmetric ...
The method of A. Young for finding the set of primitive idempotents of the group algebra of the Symm...
AbstractThe method of Young diagrams for the symmetric groups is reformulated with special emphasis ...
Abstract: We give a combinatorial description of the invariant factors associ-ated with certain sequ...
Color poster with text and diagrams.This study investigates the the use of inductive bases for the s...
We define an idempotent of the Temperley-Lieb algebra of any finite Coxeter system, which reduces, i...
In a recent paper, [2], Gill, using methods of the modular representa-tion theory of finite groups, ...
International audienceWe give a polynomial basis of each irreducible representation of the Hecke alg...
AbstractImmanants are homogeneous polynomials of degree n in n2 variables associated to the irreduci...
28 p.Pfaffians of matrices with entries z[i,j]/(x_i+x_j), or determinants of matrices with entries z...
AbstractIt is shown that the induced monomial representations of the symmetric group correspond to t...
A MacMahon symmetric function is a formal power series in a finite number of alphabets that is invar...
We present some inverses and group inverses results for linear combinations of two idempotents and t...
For any (Formula presented.) a (Formula presented.)-constacyclic code (Formula presented.), of lengt...
8 pagesWe combine Young idempotents in the group algebra of the symmetric group with the action of t...
AbstractAn analogue of the exponential generating function for derangement numbers in the symmetric ...
The method of A. Young for finding the set of primitive idempotents of the group algebra of the Symm...
AbstractThe method of Young diagrams for the symmetric groups is reformulated with special emphasis ...
Abstract: We give a combinatorial description of the invariant factors associ-ated with certain sequ...
Color poster with text and diagrams.This study investigates the the use of inductive bases for the s...
We define an idempotent of the Temperley-Lieb algebra of any finite Coxeter system, which reduces, i...
In a recent paper, [2], Gill, using methods of the modular representa-tion theory of finite groups, ...
International audienceWe give a polynomial basis of each irreducible representation of the Hecke alg...
AbstractImmanants are homogeneous polynomials of degree n in n2 variables associated to the irreduci...
28 p.Pfaffians of matrices with entries z[i,j]/(x_i+x_j), or determinants of matrices with entries z...
AbstractIt is shown that the induced monomial representations of the symmetric group correspond to t...
A MacMahon symmetric function is a formal power series in a finite number of alphabets that is invar...
We present some inverses and group inverses results for linear combinations of two idempotents and t...
For any (Formula presented.) a (Formula presented.)-constacyclic code (Formula presented.), of lengt...