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Neutral Differential Equations of Fourth-Order: New Asymptotic Properties of Solutions

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In this work, we will derive new asymptotic properties of the positive solutions of the fourth-order neutral differential equation with the non-canonical factor. We follow an improved approach that enables… Click to show full abstract

In this work, we will derive new asymptotic properties of the positive solutions of the fourth-order neutral differential equation with the non-canonical factor. We follow an improved approach that enables us to create oscillation criteria of an iterative nature that can be applied more than once to test oscillation. In light of this, we will use these properties to obtain new criteria for the oscillation of the solutions of the studied equation. An example is given to show the applicability of the main results.

Keywords: new asymptotic; fourth order; neutral differential; differential equations; asymptotic properties

Journal Title: Axioms
Year Published: 2022

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