Exact Reconstruction of Sparse Signals via Nonconvex Minimization
Los Alamos National Laboratory
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Abstract
Several authors have shown recently that It is possible to reconstruct exactly a sparse signal from fewer linear measurements than would be expected from traditional sampling theory. The methods used involve computing the signal of minimum lscr 1 norm among those having the given measurements. We show that by replacing the lscr 1 norm with the lscr p norm with p
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Topics
Keywords
- Dimension (graph theory)
- Norm (philosophy)
- Minification
- Signal reconstruction
- Mathematics
- Compressed sensing
- Sampling (signal processing)
- Signal processing
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