This course develops the mathematical methods required to describe continuous and discrete linear systems with special emphasis on tasks required in the analysis or synthesis of imaging systems. The classification of systems as linear/nonlinear and shift variant/invariant development and use of the convolution integral Fourier methods as applied to the analysis of linear systems. The physical meaning and interpretation of transform methods are emphasized.
Fourier Methods for Imaging
This course is not being offered at this time. Please contact the concierge to find out more information.