A. P. Isaev, A. I. Molev, O. V. Ogievetsky
Published 2011-11-10Version 1
A complete system of pairwise orthogonal minimal idempotents for Birman-Murakami-Wenzl algebras is obtained by a consecutive evaluation of a rational function in several variables on sequences of quantum contents of up-down tableaux. A by-product of the construction is a one-parameter family of fusion procedures for Hecke algebras. Classical limits to two different fusion procedures for Brauer algebras are described.
Specht modules and semisimplicity criteria for Brauer and Birman--Murakami--Wenzl Algebras
Cellularity of Wreath Product Algebras and $A$--Brauer algebras
A KLR Grading of the Brauer Algebras
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