# An oscillation criterion for delay differential equations with several non-monotone arguments

## TL;DR

This paper establishes a new oscillation criterion for delay differential equations with multiple non-monotone delay arguments, broadening understanding of solution behaviors in complex dynamic systems.

## Contribution

It introduces a novel sufficient oscillation condition involving lim sup for equations with several non-monotone delays, which was not previously available.

## Key findings

- New oscillation criterion involving lim sup
- Applicable to equations with multiple non-monotone delays
- Illustrated with a relevant example

## Abstract

The oscillatory behavior of the solutions to a differential equation with several non-monotone delay arguments and non-negative coefficients is studied. A new sufficient oscillation condition, involving lim sup, is obtained. An example illustrating the significance of the result is also given.