Boundary and Eigenvalue Problems in Mathematical Physics

Boundary and Eigenvalue Problems in Mathematical PhysicsThis well known text uses a limited number of basic concepts and techniques Hamilton's principle, the theory of the first variation and Bernoulli's separation method to develop complete solutions to linear boundary value problems associated with second order partial differential equations such as the problems of the vibrating string, the vibrating membrane, and heat conduction. It is directed to advanced undergraduate and beginning graduate students

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Suitable for advanced undergraduates and graduate students in mathematics as well as historians of mathematics

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