2009Journal of Hebei UniversityRequires access

Oscillation of Solutions to a Class of Even Order Neutral Partial Differential Equations with Damping Terms and Continuously Distributed Delays

Juan Xiao

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Abstract

Oscillatory properties of solutions to a class of even order neutral partial differential equations with damping terms and continuously distributed delays were studied.One criteria of sufficient condition for the oscillation of all solutions of the equations were obtained under boundary condition by making use of Riccati transformation and introducing parameter function.

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Oscillatory properties of solutions to a class of even order neutral partial differential equations with damping terms and continuously distributed delays were studied.One criteria of sufficient condition for the oscillation of all solutions of the equations were obtained under boundary condition by making use of Riccati transformation and introducing parameter function.

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Available abstract

Oscillatory properties of solutions to a class of even order neutral partial differential equations with damping terms and continuously distributed delays were studied.One criteria of sufficient condition for the oscillation of all solutions of the equations were obtained under boundary condition by making use of Riccati transformation and introducing parameter function.

Key concepts: Distributed parameter system, Oscillation (cell signaling), Class (philosophy), Transformation (genetics), Mathematics, Partial differential equation, Order (exchange), Mathematical analysis

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