Display Abstract
Title Characterizing Derivatives of Solutions to Nonlocal Boundary Value Problems with Parameter
Name Jeffrey W Lyons
Country USA
Email jlyons@nova.edu
Co-Author(s)
Submit Time 2014-02-25 09:50:38
Session
Special Session 69: Lie Symmetries, Conservation laws and other approaches in solving nonlinear differential equations
Contents
In this talk, we will introduce a nonlocal boundary value problem with parameter and its associated variational equation. Next, we show that if certain conditions are placed upon the boundary value problem, a solution to the may be differentiated with respect to the boundary data and parameter. The results either solve the previously introduced variational equation or another related boundary value problem each with their own specific nonlocal boundary conditions.
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