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New Comparison Results for Oscillation of Even-Order Delay Differential Equations
Journal article   Open access  Peer reviewed

New Comparison Results for Oscillation of Even-Order Delay Differential Equations

Barakah Almarri, Fahd Masood, Ali Muhib and Osama Moaaz
Symmetry (Basel), Vol.14(5), p.946
06/05/2022

Abstract

Differential equations Inequality Mathematical analysis
In this paper, we obtain new monotonic properties for positive solutions of even-order delay differential equations in the non-canonical case. Using these properties, we establish a new oscillation criterion for solutions by comparison with an equation of the first order. The approach adopted is based on the use of symmetry between positive and negative solutions.
url
https://doi.org/10.3390/sym14050946View
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