CERTAIN GEOMETRIC PROPERTIES OF MILLER-ROSS FUNCTIONS

Warda Siddique; Aneeza Koser; Zunera Shoukat; Saima Mushtaq

CERTAIN GEOMETRIC PROPERTIES OF MILLER-ROSS FUNCTIONS

Authors

Warda Siddique
Aneeza Koser
Zunera Shoukat
Saima Mushtaq

Keywords:

Analyticity, starlikeness, convexity, Miller-Rose function

Abstract

This article focuses on the geometric properties of normalized Miller-Ross function. We use constructive tactics to establish the conditions for close-to-convexity and find conditions under which the normalized Miller-Ross function is star-like. We also apply the starlike function 1 ?−? 2 to establish the conditions for close-to-convexity.

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Published

2025-03-06

How to Cite

Warda Siddique, Aneeza Koser, Zunera Shoukat, & Saima Mushtaq. (2025). CERTAIN GEOMETRIC PROPERTIES OF MILLER-ROSS FUNCTIONS. Policy Research Journal, 3(3), 41–47. Retrieved from https://theprj.org/index.php/1/article/view/470