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2004•Journal of South China Normal UniversityRequires access

POSITIVE SOLUTIONS FOR BOUNDARY VALUE PROBLEM OF FOURTH-ORDER FUNCTIONAL DIFFERENTIAL EQUATION

Yang Wen-shu

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Abstract

A fixed point theorem in cones is used to prove the existence of positive solution for a fourth-order boundary value problem of a functional differential equation.

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What this paper is about

A fixed point theorem in cones is used to prove the existence of positive solution for a fourth-order boundary value problem of a functional differential equation.

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Available abstract

A fixed point theorem in cones is used to prove the existence of positive solution for a fourth-order boundary value problem of a functional differential equation.

Key concepts: Boundary value problem, Mathematics, Order (exchange), Functional differential equation, Value (mathematics), Mathematical analysis, Differential equation, Applied mathematics

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