Аннотация:
It is shown that all primitive idempotents for the Brauer algebra $\mathcal B_n(\omega)$ can be found by evaluating a rational function in several variables that has the form of a product of $R$-matrix type factors. This provides an analog of the fusion procedure for $\mathcal B_n(\omega)$.
Ключевые слова:fusion procedure, Brauer algebra, up-down tableau, Young tableau.
Полный текст:
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