Whipple-like formulae for terminating3f2-series
Abstract
Gould-Hsu inversions are utilized to investigate the dual relations of Dougall's formula for the very well-poised 5F4-series. Several identities are established for terminating hypergeometric 3F2-series, which resemble both Watson and Whipple formulae in parameter structure. Gould-Hsu inverse series relations; Classical hypergeometric series: Dougall's sum for 5F4-series; Watson's and Whipple's formulae for 3F2-series.











