Physical interpretation of signal reconstruction from reduced rank matrices
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Dologlou, I
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Carayannis, G
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An enhanced version of a signal is obtained after subtraction of a linear combination of rank one matrices from the signal observation matrix. This operation results in a non-Hankel observation matrix. By averaging the elements of this matrix, a new Hankel matrix is produced and a reconstructed signal is generated. This averaging operation is examined here and physical interpretations are given.
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journalArticle
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Signal Reconstruction
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Signal Theory
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Mathematical Techniques - Eigenvalues and Eigenfunctions
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