Alternate document:   Details   Theory of Rate-Distortion-Optimal, Constrained Filter Banks Application to IIR and FIR Biorthogonal Designs (98) Pierre Moulin,

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Theory and Design of Signal-Adapted FIR Paraunitary Filter Banks (1998)  (Make Corrections)  (18 citations)
Pierre Moulin + and M. Kvanc Mhcak U. of Illinois, Beckman Inst. and ECE...



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Abstract: We study the design of signal--adapted FIR paraunitary filter banks, using energy compaction as the adaptation criterion. We present some important properties that globally optimal solutions to this optimization problem satisfy. In particular, we show that the optimal filters in the first channel of the filter bank are spectral factors of the solution to a linear semi--infinite programming (SIP) problem. The remaining filters are related to the first through a matrix eigenvector... (Update)

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...usually analytically intractable. 3. 3 The sequential compaction algorithm This is an algorithm that has sometimes been proposed [20] [13] to find a good FB in classes C that may not have PCFB s. We first state the algorithm in a precise manner that holds for any general...

...absence of a PCFB, the algorithm will be suboptimal for a large number of objectives. Since this was previously shown only by numerical examples [4], it provides a new insight into the problem. Work supported in part by the National Science Foundation under Grant MIP 0703755....

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BibTeX entry:   (Update)

P. Moulin and M.K. Mih¸cak. Theory and design of signal--adapted FIR paraunitary filter banks. IEEE Trans. SP, 46(4):920--929, April 1998. http://citeseer.ist.psu.edu/moulin98theory.html   More

@misc{ moulin98theory,
  author = "P. Moulin and M. Mih",
  title = "Theory and design of signal--adapted FIR paraunitary filter banks",
  text = "P. Moulin and M.K. Mih¸cak. Theory and design of signal--adapted FIR paraunitary
    filter banks. IEEE Trans. SP, 46(4):920--929, April 1998.",
  year = "1998",
  url = "citeseer.ist.psu.edu/moulin98theory.html" }
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