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2007•Bulletin of Science and TechnologyRequires access

Oscillatory Criteria for a Class of Second Order Nonlinear Partial Differential Equations with Continuous Distribution Delay

Zigen Ouyang

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Abstract

This paper consider the oscillation of a class of second order nonlinear partial differential equations with continuous distribution delay under Robin and Dirichlet boundary value conditions.The sufficient conditions for the oscillation of solutions are obtained.The main results are illustrated by some examples.

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What this paper is about

This paper consider the oscillation of a class of second order nonlinear partial differential equations with continuous distribution delay under Robin and Dirichlet boundary value conditions.The sufficient conditions for the oscillation of solutions are obtained.The main results are illustrated by some examples.

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Available abstract

This paper consider the oscillation of a class of second order nonlinear partial differential equations with continuous distribution delay under Robin and Dirichlet boundary value conditions.The sufficient conditions for the oscillation of solutions are obtained.The main results are illustrated by some examples.

Key concepts: Nonlinear system, Mathematics, Oscillation (cell signaling), Class (philosophy), Mathematical analysis, Boundary value problem, Distribution (mathematics), Partial differential equation

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