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This document discusses the polynomial representation of the double affine Hecke algebra of type (Cn∨, Cn) for specialized parameters. It presents the following key points: 1) It gives conditions for when the representation is irreducible and Y-semisimple, and describes a basis in terms of modified polynomials. 2) When the representation is reducible, it describes subrepresentations in terms of vanishing conditions on Laurent polynomials or realizes them as ideals invariant under the algebra

Author

landvermesser110

Language

EN