Abstract
By means of the transformations of Sears and Watson for the terminating balanced $_4\phi_3$-series, we investigate the two terminating $q$-Kampé de Fériet series $\Phi^{1:3;\lam}_{1:2;\mu}$ and $\Phi^{2:2;\lam}_{2:1;\mu}$. Several reduction and summation formulae are established. They extend the corresponding known results about the double $q$-Clausen series.
Citation
Wenchang Chu. Nadia N. Li. "Terminating $q$-Kampé de Fériet Series $\Phi^{1:3;\lam}_{1:2;\mu}$ and $\Phi^{2:2;\lam}_{2:1;\mu}$." Hiroshima Math. J. 42 (2) 233 - 252, July 2012. https://doi.org/10.32917/hmj/1345467072
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