New oscillation solutions of impulsive conformable partial differential equations

Abstract

Partial fractional differential equations are fundamental in many physical and biological applications, engineering and medicine, in addition to their importance in the development of several mathematical and computer models. This study's main objective is to identify the necessary conditions for the oscillation of impulsive conformable partial differential equation systems with the Robin boundary condition. The important findings of the study are stated and demonstrated with a robust example at the end of the study.

Keywords

• fractional integrals
• nonlinear equations
• conformable partial differential equations
• impulse
• oscillation
• damping term
• distributed deviating arguments