Fourier Series and Partial Differential Equations Lecture Notes by Dr Ruth E.
Baker
File Type :PDF Number of Pages :58
Description The first part of this lecture note introduces Fourier series,
concentrating on their practical application rather than proofs of convergence.
It then discuss how the heat equation, wave equation and Laplace’s equation
arise in physical models. In each case explore basic techniques for solving the
equations in several independent variables, and elementary uniqueness theorems.
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