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Math 6420 • PDE

Fall 2000 • Question 4

Question

Math 6420 • PDE Fall 2000 • Question 4

Under what conditions does a solution of the boundary value problem \(u''+u=f(x)\) with \(u(0)=\alpha \), \(u'(\pi /2)=\beta \) exist?

Raw LaTeX

Under what conditions does a solution of the boundary value problem
\(u''+u=f(x)\) with \(u(0)=\alpha\), \(u'(\pi/2)=\beta\) exist?

Topic Tags

Boundary Value Problems Distributions and Weak Solutions Finite Difference Boundary Value Problems Linear Programming and Optimization

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