Abstract
The aim of this research paper is to consider some very interesting reducible cases of HA and HC introduced by Srivastava who actually noticed the existence of three additional complete triple hypergeometric functions HA , HB and HC of the second order in the course of an extensive investigation of Lauricella’s fourteen hypergeometric functions of three variables. The results are derived with the help of known classical summation theorems recently added in the literature due to Lavoie et al. Several results obtained earlier by Kim et al. follow special cases of our main findings.
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