We develop Boyle's method to construct symmetrized powers of representations of the rotation group and cristallographic groups. This arithmetic method does not make use of group characters and simplifies the derivation of classical results.On développe une méthode due à Boyle pour construire les produits de Kronecker symétrisés des représentations du groupe des rotations et des groupes cristallographiques. Cette méthode arithmétique n'utilise pas la théorie des caractères et simplifie considérablement l'obtention de résultats classiques.Sivardière Jean. Produits de Kronecker symétrisés des représentations des groupes. In: Bulletin de la Société française de Minéralogie et de Cristallographie, volume 98, 5, 1975. pp. 269-277
Abstract. Given two irreducible representations µ, ν of the symmetric group Sd, the Kronecker proble...
In this article, restrictions on the constituents of Kronecker products of spin characters of the do...
In this paper, algebraic relations were established that determined the invariance of a transformed ...
We develop Boyle's method to construct symmetrized powers of representations of the rotation group a...
Methods have been developed for analyzing the reduction of the Kronecker products for orthogonal and...
Nous avons développé une chaîne complète de programmes pour le calcul extensif des caractères dans l...
In this thesis we study the representation theory of finite groups and more specifically some aspect...
We use a method proposed by Wondratschek and Niggli to construct double antisymmetry cristallographi...
The problems of group theory applied in physics often are reduced to the calculation of the dimensio...
A major open problem in algebraic combinatorics is to find a combinatorial rule to compute the Krone...
A simplification of Jahn's method is presented, which uses the algebra of irreducible representation...
The theory of group representations provides easily second order invariants in point groups, in part...
Consider a one-dimensional representation Γ[α] of a group G. If H[α] is the kernel of Γ[α] and if G/...
In a mathematical foreword, it is shown how to define the product of two groups. The main algebraic ...
AbstractWe define noncommutative analogues of the characters of the symmetric group which are induce...
Abstract. Given two irreducible representations µ, ν of the symmetric group Sd, the Kronecker proble...
In this article, restrictions on the constituents of Kronecker products of spin characters of the do...
In this paper, algebraic relations were established that determined the invariance of a transformed ...
We develop Boyle's method to construct symmetrized powers of representations of the rotation group a...
Methods have been developed for analyzing the reduction of the Kronecker products for orthogonal and...
Nous avons développé une chaîne complète de programmes pour le calcul extensif des caractères dans l...
In this thesis we study the representation theory of finite groups and more specifically some aspect...
We use a method proposed by Wondratschek and Niggli to construct double antisymmetry cristallographi...
The problems of group theory applied in physics often are reduced to the calculation of the dimensio...
A major open problem in algebraic combinatorics is to find a combinatorial rule to compute the Krone...
A simplification of Jahn's method is presented, which uses the algebra of irreducible representation...
The theory of group representations provides easily second order invariants in point groups, in part...
Consider a one-dimensional representation Γ[α] of a group G. If H[α] is the kernel of Γ[α] and if G/...
In a mathematical foreword, it is shown how to define the product of two groups. The main algebraic ...
AbstractWe define noncommutative analogues of the characters of the symmetric group which are induce...
Abstract. Given two irreducible representations µ, ν of the symmetric group Sd, the Kronecker proble...
In this article, restrictions on the constituents of Kronecker products of spin characters of the do...
In this paper, algebraic relations were established that determined the invariance of a transformed ...