Sep 29, 2020  
Undergraduate Academic Catalog 2017 - 2018 
Undergraduate Academic Catalog 2017 - 2018 [ARCHIVED CATALOG]

MATH 418 - Fourier Analysis

An introduction to principles and applications of Fourier series and Fourier transforms. Includes Fourier sine and cosine series, complex form of Fourier series, Parseval’s theorem, Fourier integral, Fourier transform and its properties, convolutions, application to partial differential equations, windowed Fourier transforms, Shannon’s sampling theorem, discrete Fourier transform, sampled Fourier series, the n-point DFT and filtering, fast Fourier transform, amplitude and frequency modulation, application to music composition and a brief introduction to wavelets.
Prerequisites: MATH 230  
May not be audited