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This paper introduces a method for calculating universal quantum dimension formulas for multiplets associated with simple Lie algebras, focusing on the γ-independent factors. The approach leverages relationships between representations of sl, so, and sp algebras through vertical and horizontal sum operations on Young diagrams. The results include computations for known adjoint representations and discussions on extending the method to γ-dependent factors, highlighting the universality structure within the t

Author
ubik7
Language
EN