# On classes of meromorphic locally univalent functions defined by differential inequalities

## TL;DR

This paper investigates meromorphic functions in the unit disk, providing an elementary proof for a univalence condition and discussing related known results and open problems.

## Contribution

It offers a new elementary proof for a univalence criterion for meromorphic functions in the unit disk.

## Key findings

- Provided a sufficient univalence condition for meromorphic functions
- Included known results related to univalence
- Presented open problems for future research

## Abstract

n this article we consider functions meromorphic in the unit disk. We give an elementary proof for a condition that is sufficient for the univalence of such functions which also contains some known results. We include few open problems for further research.