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2006•Journal of Central China Normal UniversityRequires access

Oscillation behavior of the solutions of impulsive hyperbolic functional differential equation

WU Sun-yong

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Abstract

This paper studies the oscillation behavior of the solutions of impulsive hyperbolic functional differential equation with nonlinear boundary condition,and establishes sufficient conditions for oscillation of the solutions.

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What this paper is about

This paper studies the oscillation behavior of the solutions of impulsive hyperbolic functional differential equation with nonlinear boundary condition,and establishes sufficient conditions for oscillation of the solutions.

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Available abstract

This paper studies the oscillation behavior of the solutions of impulsive hyperbolic functional differential equation with nonlinear boundary condition,and establishes sufficient conditions for oscillation of the solutions.

Key concepts: Oscillation (cell signaling), Mathematical analysis, Mathematics, Differential equation, Hyperbolic partial differential equation, Physics, Chemistry, Biochemistry

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