AbstractIf the irreducible characters of the symmetric group are interpreted combinatorially using the Murnaghan-Nakayama formula, a sign reversing involution is given which proves the orthogonality formula of the first kind for these characters
This paper deals with some character values of the symmetric group Sn as well as its double cover ~S...
AbstractAn analogue of the exponential generating function for derangement numbers in the symmetric ...
In 1998, the second author raised the problem of classifying the irreducible characters of Sn of pri...
AbstractIf the irreducible characters of the symmetric group are interpreted combinatorially using t...
A class of natural linear characters for the centralizers of elements in the symmetric group is intr...
We implement the Roichman formula for computing the character table of the irreducible representatio...
9 pagesInternational audienceR. Stanley has found a nice combinatorial formula for characters of irr...
AbstractSuppose ϱ and β are partitions of n. If ϱ ⋍ β, a bijection is given between positive pairs o...
AbstractWe give here a very simple combinatorial construction of the skew representations of Sn. For...
Abstract. Let G be a finite group. Let X1(G) be the first column of the ordi-nary character table of...
A character identity which relates irreducible character values of the hyperoctahedral group \(B_n\)...
AbstractWe give a closed formula for the trace of the partition algebra Pn(x) acting on an irreducib...
Abstract. Given natural numbers m and n, we define a deflation map from the characters of the symmet...
AbstractThe method of Young diagrams for the symmetric groups is reformulated with special emphasis ...
We use Young tableaux and Young symmetrizers to classify the irreducible represen-tations over C of ...
This paper deals with some character values of the symmetric group Sn as well as its double cover ~S...
AbstractAn analogue of the exponential generating function for derangement numbers in the symmetric ...
In 1998, the second author raised the problem of classifying the irreducible characters of Sn of pri...
AbstractIf the irreducible characters of the symmetric group are interpreted combinatorially using t...
A class of natural linear characters for the centralizers of elements in the symmetric group is intr...
We implement the Roichman formula for computing the character table of the irreducible representatio...
9 pagesInternational audienceR. Stanley has found a nice combinatorial formula for characters of irr...
AbstractSuppose ϱ and β are partitions of n. If ϱ ⋍ β, a bijection is given between positive pairs o...
AbstractWe give here a very simple combinatorial construction of the skew representations of Sn. For...
Abstract. Let G be a finite group. Let X1(G) be the first column of the ordi-nary character table of...
A character identity which relates irreducible character values of the hyperoctahedral group \(B_n\)...
AbstractWe give a closed formula for the trace of the partition algebra Pn(x) acting on an irreducib...
Abstract. Given natural numbers m and n, we define a deflation map from the characters of the symmet...
AbstractThe method of Young diagrams for the symmetric groups is reformulated with special emphasis ...
We use Young tableaux and Young symmetrizers to classify the irreducible represen-tations over C of ...
This paper deals with some character values of the symmetric group Sn as well as its double cover ~S...
AbstractAn analogue of the exponential generating function for derangement numbers in the symmetric ...
In 1998, the second author raised the problem of classifying the irreducible characters of Sn of pri...
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