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A note on generalized q-difference equations for q-beta and Andrews-Askey integral
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文摘
Two q-difference equations with solutions expressed by q-exponential operator identities are investigated. As applications, two extensions of Ramanujan始s formulas for q-beta integral are given, two generalizations of Andrews-Askey integral are obtained. In addition, generating functions for generalized Al-Salam-Carlitz polynomials are deduced. At last, a generalized transformation identity is gained.

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