Revisit Of Meromorphic Convex Functions

Our primary aim is to explore a sufficient condition for the class of meromorphically convex functions of order α, where 0 ≤ α < 1. The investigation will focus on studying a class of continuous functions defined on $[0,1)$, and analyzing the properties of the Schwarzian norm of locally univalent meromorphic functions. Moreover, a new subclass of meromorphic functions is also introduced, and some of its characteristics are examined.