On Kudriasov Conditions for Univalence of Integral Operators Defined by Generalized Bessel Functions

In this article, we studied the necessary conditions for univalence of integral operators that involve two functions: generalized Bessel function and a from well-known class normalized analytic functions in open unit disk. The main tools our discussions were Kudriasov univalency functions, as well functional inequalities functions. We included Bessel, modified spherical special cases. Furthermore, provided sufficient trigonometric, hyperbolic, an application results.