Su and Zhang proved a formula for the decomposition of characters of irreducible finite dimensional modules over Lie superalgebra 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 introduced by J. Brundan and C. Ctroppel. In the present paper we give a correct version of their combinatorial formula. Our main technical tool is a family of creation operators.
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A. N. Sergeev (2026) studied this question.
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