  The aim of this research is to provide thirty-two interesting summation
formulas for the Kamp\'e de F\'eriet function in general forms, which are given
in sixteen theorems. The results are established with the help of the
identities in Liu and Wang \cite{Li-Wa} and generalizations of Kummer's
summation theorem, Gauss' second summation theorem and Bailey's summation
theorem obtained earlier by Rakha and Rathie \cite{Ra-Ra}. Some special cases
and relevant connections of the results presented here with those involving
certain known identities are also indicated.
