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Talk abstract:
On Smooth Decomposition of Matrices
Luca Dieci, Georgia Tech
We consider smooth orthogonal decomposition of matrices
depending on a real parameter. Among others, we discuss
QR, Schur, and singular value decompositions, and their
block analogues. Sufficient conditions for existence of
such decompositions are given, and differential equations
for the factors are derived. Also generic smoothness of
these factors is dicussed.
This is joint work with Timo Eirola.
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