We introduce a new family of \(\mathbb{Z}\) bases for the ring of \(S_{n}\) characters and give their transition matrices explicitly. Applying one of these bases, we introduce a recursive formula for the Kronecker product of two characters. Another application is a sufficient condition for the vanis
A Closed Formula for the Decomposition of the Kronecker Product of Irreducible Representations of SU(n)
β Scribed by Hartmut Schlosser
- Publisher
- John Wiley and Sons
- Year
- 1987
- Tongue
- English
- Weight
- 281 KB
- Volume
- 134
- Category
- Article
- ISSN
- 0025-584X
No coin nor oath required. For personal study only.
β¦ Synopsis
Bbstruct.
A closed formula for the decomposition of the GONECK&& product of two irreducible representations of BU(n) (n 2: 2) in a direct sum of such representations is given. The basis of the proof is the rule of LITTLEWOOD.
π SIMILAR VOLUMES
## Abstract A simple and compact formula of dipole mutual impedance is presented. This method gives an analytical expression of mutual impedance between two real, thick centerβfed dipoles in a general geometrical configuration for small distances. The results of this new formulation show a good agr
A rlosed formula for the rule of LITTLEW~OD/RICHARDSOX is given. By specialization closed formulas are gotten for the decomposition of representations of gZ( V) and pZ( V) resp. where V is a vector space (graduate vector space) over 6. Math. Nadir. 161 (1991) We order to this partion a YOUNG frame
## Abstract The aim of this paper is to derive an integral representation formula for the effective elasticity tensor for a twoβcomponent wellβordered composite of elastic materials without using a third reference medium and without assuming the completeness of the eigenspace of the operator __Δ__
## Abstract Assmus [1] gave a description of the binary code spanned by the blocks of a Steiner triple or quadruple system according to the 2βrank of the incidence matrix. Using this description, the author [13] found a formula for the total number of distinct Steiner triple systems on 2^__n__^β1 p