#9 – Oscillation Analysis for Nonlinear Discrete Fractional Order Delay and Neutral Equations with Forcing Term

A. G. M. Selvam, J. Alzabut, R. Janagaraj, and H. Adiguzel. Oscillation Analysis for Nonlinear Discrete Fractional Order Delay and Neutral Equations with Forcing Term. Dynamic Systems and Applications 29 (2020), No. 2, 327-342

https://doi.org/10.46719/dsa20202929

ABSTRACT.
In this paper, we study the oscillation of solutions for nonlinear discrete fractional
order delay and neutral equations with forcing term. By using mathematical inequalities, sufficient conditions in terms of lim sup and lim inf are established to ensure the oscillation of solutions for the addressed equations. We present some examples that demonstrate the validity of the main results.

AMS (MOS) Subject Classification. 26A33, 34A08, 39A12, 39A13, 39A21.