Traditional statistical signal processing focused on
methods to extract information from signals that are indexed by
time (eg audio or electromagnetic signals).
A growing number of applications and mathematical/algorithmic
techniques deals with data or signals that do not fit
this framework. Examples include: distance measurements in a sensor network;
traffic/delay measurements in the internet; searches at
web server; large texts and images; and proximity graphs.
This is a broad area at the intersection of signal processing,
statistical learning, and computer science. The focus of this year
class will be on methods to model data through matrices,
and algorithms to analyze them, as well as on the theory capturing
their properties.
Class Times and Locations
Tue-Thu 12:50PM-2:05PM, Room 60-120
Announcements
No lecture on Tue, May 31
No lecture on Thu, May 5
First lecture on Tue, Mar 29