In this article, we prove certain improved geometric properties like univalence, starlike, convex, close-to-convex, and strongly starlike of order ? for the unified Struve function in the open unit disk. We present new procedures to prove these results, which rely on differential inequalities for normalized analytic functions. Additionally, we have established inclusion relations for the unified Struve function, and results on univalency of integral operators containing unified Struve function. Finally, we obtain certain special cases to demonstrate the improvement in the existing results.
Kumari et al. (2025) studied this question.