MATH 124B - Fourier Series and Numerical Methods

Introduces specific solution techniques used to solve the wave, heat and Laplace equations. Focuses on separation of variables, namely Fourier series, and a variety of numerical methods. Provides students with modern methods, harmonic analysis and numerical analysis, necessary to study and solve PDEs in a variety of applications. The fast Fourier transform is studied as well as finite difference methods for parabolic and elliptic PDEs and the finite element method for elliptic boundary value problems.

Prerequisites: Math 4B or 4BI, and 6A, and 6B with a minimum grade of C; and 124A with a minimum grade of C.

MATH 124B

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Fourier Series and Numerical Methods

Gustavo Ponce 2.5

M W

08:00 AM - 09:15 AM

44.4% A