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Oscillation of the Solutions of Hyperbolic Partial Differential Equation with Continuous Delay

Luo Li-ping

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Abstract

This paper studies oscillation of the solutions of hyperbolic partial differential equation with continuous delay argument.Sufficient conditions for each solution to oscillation are obtained under Robin and Dircichlet boundary value conditions.

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What this paper is about

This paper studies oscillation of the solutions of hyperbolic partial differential equation with continuous delay argument.Sufficient conditions for each solution to oscillation are obtained under Robin and Dircichlet boundary value conditions.

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Available abstract

This paper studies oscillation of the solutions of hyperbolic partial differential equation with continuous delay argument.Sufficient conditions for each solution to oscillation are obtained under Robin and Dircichlet boundary value conditions.

Key concepts: Hyperbolic partial differential equation, Oscillation (cell signaling), Mathematics, First-order partial differential equation, Partial differential equation, Boundary value problem, Mathematical analysis, Differential equation

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