Event Detail

Event Type: 
M.Sc. Presentation
Thursday, June 13, 2019 - 12:00 to 13:00
Kidder 274

The classical Shannon sampling theorem is a key result in signal processing, which provides a way to reconstruct bandlimited signals from its discrete samples. We discuss a generalization to higher dimensions for sampling sets which consist of a finite union of shifted copies of a lattice. We present an exposition of the theory and develop a computer implementation of the algorithms in Matlab.