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On characters of irreducible modules for Lie superalgebra q(n)

Sergeev, A. N.
arXiv (All) · Papers
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05e1017a7017b10representation-theory
Su and Zhang proved a formula for the decomposition of characters of irreducible finite dimensional modules over Lie superalgebra $\frak q(n)$ as the sum of Euler characters. They gave a combinatorial formula for the coefficients in that decomposition by generalasing of weights and caps diagrams int
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