A New Subclass of Analytic Functions Related to Mittag-Leffler Type Poisson Distribution Series

Abstract

The object of this work is to an innovation of a class $k-\tilde{\text{U}}\text{S}{\text{T}}_s\left(\hslash ,\upsilon ,\tau ,\iota ,\varsigma \right)$ in $Y$ with negative coefficients, further determining coefficient estimates, neighborhoods, partial sums, convexity, and compactness of this specified class.