|Numerical Linear Algebra in Signals and Systems|
International workshop, Hotel porto Giardino, Monopoli (Bari), September 11-15, 2006
International workshop 2006
The cross fertilization between numerical linear algebra and digital signal processing has been very fruitful in the last decades. The interaction between them has been growing, leading to many new algorithms.
Numerical linear algebra tools, such as eigenvalue and singular value decomposition and their higher-extensions, least squares, total least squares, recursive least squares, regularization, orthogonality and projections, are the kernels of powerful and numerically robust algorithms in signal processing applications.
The goal of this workshop is to bring together researchers in numerical linear algebra and digital signal processing to discuss more advanced numerical linear algebra tools for efficiently solving applied signal processing problems arising in different fields, such as biomedical signal processing, speech and image compression, communication systems, remote sensing,...
The workshop will consist of invited lectures, contributed talks and posters.
The organizing committee:
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