Several symmetric transformations from q-Chu-Vandermonde summation
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.











