# Certain new unified integrals associated with the product of generalized Struve function

## TL;DR

This paper introduces new generalized integral formulas involving the product of generalized Struve functions, expressed via Lauricella functions, unifying and extending known integral results with special case considerations.

## Contribution

The paper derives two new generalized integral formulas involving the product of generalized Struve functions expressed through Lauricella functions, broadening existing integral identities.

## Key findings

- Derived generalized integral formulas involving generalized Struve functions
- Expressed integrals in terms of Lauricella functions for broad applicability
- Special cases recover known and new integral identities

## Abstract

We aim to present two new generalized integral formulae involving product of generalized Struve function $\mathcal{W}_{p,b,c}\left( z\right)$, which are expressed in terms of the generalized Lauricella functions. The main results presented here, being the very general character, reduce to yield known and new integral formulae. Some special cases of our main results are also considered.