Several symmetric transformations from q-Chu-Vandermonde summation

Authors

  • Zhang, Zhizheng

Abstract

From q-Chu-Vandermonde summation theorem, by applying the q-exponential operator technique we derive several symmetric transformations. The course is that: q-Chu-Vandermonde summation → the Kalnins and Miller's transformation → the Sears 4φ3 transformation → the identities involving 3φ2.

Published

2007-06-09

How to Cite

Zhang, Zhizheng. (2007). Several symmetric transformations from q-Chu-Vandermonde summation. Utilitas Mathematica, 73. Retrieved from https://utilitasmathematica.com/index.php/Index/article/view/488

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