(T*B)q, q-analogue of model space and CGC generating matrices
Abstract
We study relations between the deformed cotangent bundle (T*B)q for the Borel subgroup B of a given simple Lie group G, the quantum Lie algebra Jq associated with the corresponding quantum group Gq and the matrices generating Clebsch-Gordan coefficients (CGC) for Jq. We reveal the connection of these objects to quantum analogue of the model space M and q-tensor operators.
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