Oscillation of Second Order Nonlinear Neutral Differential Equations
Yingzhu Wu, Yuanhong Yu, Jinsen Xiao
Abstract
The study of the oscillatory behavior of solutions to second order nonlinear differential equations is motivated by their numerous applications in the natural sciences and engineering. In the presented research, some new oscillation criteria for a class of damped second order neutral differential equations with noncanonical operators are established. The results extend and improve on those reported in the literature. Moreover, some examples are provided to show the significance of the results.
Topics & Concepts
Oscillation (cell signaling)Nonlinear systemClass (philosophy)Order (exchange)Differential equationMathematicsDifferential (mechanical device)Mathematical analysisApplied mathematicsPhysicsComputer scienceQuantum mechanicsThermodynamicsGeneticsEconomicsFinanceArtificial intelligenceBiologyNonlinear Differential Equations AnalysisDifferential Equations and Numerical MethodsFractional Differential Equations Solutions