Qualitative Behavior of Third Order Delay Difference Equations

Authors

  • S. Kaleeswari Nallamuthu Gounder Mahalingam College
  • M. Buvansankari Nehru Institute of Engineering and Technology

DOI:

https://doi.org/10.22399/ijcesen.593

Keywords:

Comparison techniques, Delay difference equation, Nonlinear, Oscillation, Third order

Abstract

We examine the qualitative behavior of solutions to a particular class of third-order nonlinear delay difference equations in this work. There are specified sufficient requirements for the solution to be oscillatory. An example is provided to highlight the main findings..

References

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Jhon R. Graef, E. Thandapani, (1999). Oscillatory and Asymptotic Behavior of Solutions of Third order Delay Difference Equations, Funkcialaj Ekvacioj 43;355-369.

S. Kaleeswari, B. Selvaraj, M. Thiyagarajan, (2014). A New Creation of Mask from Difference Operator to Image Analysis, Journal of Theoretical and Applied Information Technology 69.

S. Kaleeswari, B. Selvaraj, (2016). On the oscillation of certain odd order nonlinear neutral difference equations, Applied Sciences 18;50-59.

S. Kaleeswari, (2018). Oscillation Criteria For Mixed Neutral Difference Equations, Asian Journal of Mathematics and Computer Research 25(6);331-339.

S. Kaleeswari, J. Gowri, (2023). Third order sublinear neutral delay difference equation, European Chemical Bulletin 12(9);804-812. DOI: 10.48047/ecb/2023.12.9.78

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Published

2024-11-13

How to Cite

S. Kaleeswari, & M. Buvansankari. (2024). Qualitative Behavior of Third Order Delay Difference Equations. International Journal of Computational and Experimental Science and Engineering, 10(4). https://doi.org/10.22399/ijcesen.593

Issue

Section

Research Article