PHYS 5313 [0.5 credit] Physical Applications of Fourier Analysis
Fourier transform, convolution. Sampling theorem. Applications to imaging: descriptors of spatial resolution, filtering. Correlation, noise power. Discrete Fourier transform, FFT. Filtering of noisy signals. Image reconstruction in computed tomography and magnetic resonance. Laplace transform. Integral transforms, application to boundary value problems.
Lectures three hours a week.
...pathway: students must complete PHYS 5002 Computational Physics and PHYS 5313 Physical Applications of Fourier...