Add to ORKGAbstract. We define an equivalence relation on skew diagrams such that two skew diagrams are equivalent if and only if they give rise to equal skew Schur functions. Then we derive some necessary and sufficient conditions for equivalence. Résumé. Nous étudions quand deux fonctions de skew Schur sont égales. Avec plus précision, nous derivons quelques règles nécessaires et quelques règles suffisantes pour l’égalité. 1
AMS Subject Classication: 05E05,05E10 Abstract. We nd a simple criterion for the equality Qλ = Qµ=ν ...
AbstractThere is considerable current interest in determining when the difference of two skew Schur ...
Abstract. The celebrated hook-length formula gives a product formula for the number of standard Youn...
AbstractNew sufficient conditions and necessary conditions are developed for two skew diagrams to gi...
We present a single operation for constructing skew diagrams whose corresponding skew Schur function...
The question of when two skew Young diagrams produce the same skew Schur function has been well-stud...
The Schur functions {s_lambda} and ubiquitous Littlewood-Richardson coefficients are instrumental in...
AbstractNew sufficient conditions and necessary conditions are developed for two skew diagrams to gi...
The Schur functions {s_lambda} and ubiquitous Littlewood-Richardson coefficients are instrumental in...
AMS Subject Classification: 05E05, 05E10 Abstract. We determine the precise conditions under which a...
Abstract. We introduce a new operation on skew diagrams called composition of transpositions, and us...
We introduce a new operation on skew diagrams called composition of trans-positions, and use it and ...
Abstract. Reiner, Shaw and van Willigenburg showed that if two skew Schur functions sA and sB are eq...
Schur s- and Q-functions are two important families of symmetric functions, with applications for ot...
Schur s- and Q-functions are two important families of symmetric functions, with applications for ot...
AMS Subject Classication: 05E05,05E10 Abstract. We nd a simple criterion for the equality Qλ = Qµ=ν ...
AbstractThere is considerable current interest in determining when the difference of two skew Schur ...
Abstract. The celebrated hook-length formula gives a product formula for the number of standard Youn...
AbstractNew sufficient conditions and necessary conditions are developed for two skew diagrams to gi...
We present a single operation for constructing skew diagrams whose corresponding skew Schur function...
The question of when two skew Young diagrams produce the same skew Schur function has been well-stud...
The Schur functions {s_lambda} and ubiquitous Littlewood-Richardson coefficients are instrumental in...
AbstractNew sufficient conditions and necessary conditions are developed for two skew diagrams to gi...
The Schur functions {s_lambda} and ubiquitous Littlewood-Richardson coefficients are instrumental in...
AMS Subject Classification: 05E05, 05E10 Abstract. We determine the precise conditions under which a...
Abstract. We introduce a new operation on skew diagrams called composition of transpositions, and us...
We introduce a new operation on skew diagrams called composition of trans-positions, and use it and ...
Abstract. Reiner, Shaw and van Willigenburg showed that if two skew Schur functions sA and sB are eq...
Schur s- and Q-functions are two important families of symmetric functions, with applications for ot...
Schur s- and Q-functions are two important families of symmetric functions, with applications for ot...
AMS Subject Classication: 05E05,05E10 Abstract. We nd a simple criterion for the equality Qλ = Qµ=ν ...
AbstractThere is considerable current interest in determining when the difference of two skew Schur ...
Abstract. The celebrated hook-length formula gives a product formula for the number of standard Youn...