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The forward and backward shift relations are basic properties of the (basic)hypergeometric orthogonal polynomials in the Askey scheme (Jacobi,Askey-Wilson, $q$-Racah, big $q$-Jacobi etc.) and they are related to thefactorization of the differential or difference operators. Based on otherfactorizations, we obtain another type of forward and backward shift relations.Essentially, these new shift relations shift only the parameters.

Another Type of Forward and Backward Shift Relations for Orthogonal Polynomials in the Askey Scheme