TU Berlin

Applied Analysis and AlgebraDFG SPP-1324 priority programme project

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DFG SPP-1324 priority programme project

The linear algebra of compressive sensing, with applications to PDEs

Research Team

  • Sadegh Jokar (approximation theory, computational harmonic analysis, wavelets and splines, compressive sensing, discretizations of PDEs)

Topics

Compressive sensing

New algorithms for matrix and PDE problems based on compressive sensing ideas, constructions of good compressive sensing matrices, complexity and numerical performance analysis of compressive sensing algorithms, applications to other fields of mathematics.

Publications:

  • Olga Holtz, Compressive sensing: a paradigm shift in signal processing, Dec 2008. arXiv version.

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