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Pete Casazza
University of Missouri
Real Equiangular Tight Frames
February 15, 2008 3pm, 646 PGH
Abstract
A frame {f1, f2, ... fM}
for a finite dimensional Hilbert space
H is called an
equiangular tight frame if the vectors are unit norm, span the space and
there is a constant c so that for all pairs {m,n} in the index set we have
|< fm,fn>|=c. We present a detailed study of this class
of frames for real Hilbert spaces and some recent results.
Webmaster University of Houston
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