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2010•Unpublished venueRequires access

Oscillation Results for a Class of Higher Order Nonlinear Neutral Equations with Continuous Distributed Delay

Luo Li-ping

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Abstract

A class of higher order nonlinear neutral equations with continuous distributed delay is considered.By means of a new technique based on a class of kernel functions Φ(t,s,r) and Riccati’s transformation,some new oscillatory criteria of the equations are established.

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What this paper is about

A class of higher order nonlinear neutral equations with continuous distributed delay is considered.By means of a new technique based on a class of kernel functions Φ(t,s,r) and Riccati’s transformation,some new oscillatory criteria of the equations are established.

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Available abstract

A class of higher order nonlinear neutral equations with continuous distributed delay is considered.By means of a new technique based on a class of kernel functions Φ(t,s,r) and Riccati’s transformation,some new oscillatory criteria of the equations are established.

Key concepts: Nonlinear system, Class (philosophy), Oscillation (cell signaling), Transformation (genetics), Mathematics, Order (exchange), Kernel (algebra), Applied mathematics

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