Second course of two-semester lecture sequence in mathematical physics for undergraduate students in physics and engineering. Review of ordinary differential equations, including first and second order linear equations. Series solutions of differential equations, involving Legendre polynomials, Bessel functions, Hermite functions, and Laguerre functions. Partial diffential equations, including Laplace's equation, the diffusion equation, the wave equation, and Poisson's equation. Integral transforms, including Laplace and Fourier Transforms, convolution, and Green functions.
Prerequisite(s): PH 2033 and PH 3603