Wavelets
were first introduced in the 1980’s. Similar to jpeg, they are used to digitize
and compact data.
Wavelet
theory is a rather broad mathematical subject that produces various ways of
efficiently reproducing functions or signals. It can be used to study the
properties of many function spaces and the operators that are defined on them.
We begin with a discussion of the "first wavelet:" The Haar wavelet. We then will discuss how to extend this
notion to higher dimensions.
Some
applications of wavelets will be introduced.
The talk will be elementary
and questions are encouraged.
Date and Time: Wednesday,
March 21, 4:00 pm
Refreshments will be served in Cowley 102
at 3:40 pm
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Professor Guido Wiess
·
Ph.D.,
·
Elinor Anheuser Professorship of Mathematics Chair
at
·
1967 winner of the Chauvent Prize (Mathematics
Association of America annual award to the author of an outstanding expository
article in mathematics)
·
Awarded an Honorary Professorship in Mathematics from
·
Awarded Honorary degrees by the Universitá degli Studii di
Milano (1994) and the
·
Visiting Professor various universities in
·
2002 Co-organizer of the Satellite Conference (to the World International
Congress of Mathematics) Harmonic Analysis and its Applications,
·
117 publications (1956-2006)