A new univalent integral operator defined by the Opoola differential operator.

In this investigation, using Opoola differential operator (D^m(µ, β, t)f(z)), a new integral operator: I ^m,σ _t,β,µ(f₁, ..., f_n)(z) : Aⁿ → A is defined in the unit disk, U = {z ∈ C : |z| < 1}; and we investigated the Univalence conditions of this generalized operator. Finally, a number of corollaries and remarks which show the extension of our results are presented. [ABSTRACT FROM AUTHOR]