On the Elliptic-Type Integrals Associated with Generalized Incomplete Hypergeometric Functions with Generating Functions

Elliptic-type integrals (ETIs) are very useful in solving many problems related to radiation and nuclear physics. Previously, Many authors have worked on the unification and generalization of ETIs. This work aims to derive some new theorems on generating functions. Further, we derive some more new and known results on Euler-type integrals with the help of incomplete H functions (IHFs), incomplete \(\bar{H}\) functions (I \(\bar{H}\) Fs) and generating functions.