Systems | Information | Learning | Optimization

Deriving an FFT Algorithm via Group Representation Theory

A self-contained lecture on the Discrete Fourier Transform and its relation to the time and frequency representations of a signal. By describing time-shift and frequency-shift operators with a structure known as the Heisenberg group, explicit steps can be given for producing an FFT algorithm. Pseudocode and programmable examples will be provided as a complement to the mathematics.
April 27 @ 12:30
12:30 pm (1h)

Discovery Building, Orchard View Room

Michael Starr