Display Abstract
Title An Application of an Avery Type Fixed Point Theorem to a Second Order Antiperiodic Boundary Value Problem
Name Jeffrey W Lyons
Country USA
Email jlyons@nova.edu
Co-Author(s)
Submit Time 2014-02-25 09:58:32
Session
Special Session 89: Applications of topological and variational methods to boundary value problems
Contents
In this presentation, an application is made of an Avery type fixed point theorem to a second order boundary value problem with antiperiodic boundary conditions. The fixed point theorem is an extension of the traditional Leggett-Williams fixed point theorem. Under certain conditions and with a nice concavity result, an antisymmetric solution is shown to exist.
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