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Transform-Domain Adaptive Filters: An Analytical Approach (1995)  (Make Corrections)  (10 citations)
Françoise Beaufays



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Abstract: . Transform-domain adaptive filters refer to LMS filters whose inputs are preprocessed with a unitary dataindependent transformation followed by a power normalization stage. The transformation is typically chosen to be the discrete Fourier transform (DFT), although other transformations such as the cosine transform (DCT), the Hartley transform (DHT), or the Walsh-Hadamard transform, have also been proposed in the literature. The resulting algorithms are generally called DFT-LMS, DCT-LMS, etc.... (Update)

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BibTeX entry:   (Update)

F. Beaufays and B. Widrow. Transform Domain Adaptive Filters: An Analytical Approach. IEEE Trans. on Signal Processing, 43(2), February 1995. http://citeseer.ist.psu.edu/beaufays95transformdomain.html   More

@misc{ beaufays95transform,
  author = "F. Beaufays and B. Widrow",
  title = "Transform Domain Adaptive Filters: An Analytical Approach",
  text = "F. Beaufays and B. Widrow. Transform Domain Adaptive Filters: An Analytical
    Approach. IEEE Trans. on Signal Processing, 43(2), February 1995.",
  year = "1995",
  url = "citeseer.ist.psu.edu/beaufays95transformdomain.html" }
Citations (may not include all citations):
815   Adaptive Filter Theory (context) - Haykin - 1991
373   Adaptive Signal Processing (context) - Widrow, Stearns - 1985
222   Adaptive switching circuits (context) - Widrow, Hoff - 1960
222   Adaptive switching circuits (context) - Widrow, Hoff - 1960
154   Digital Control of Dynamic Systems (context) - Franklin, Powell et al. - 1990
52   Orthogonal transforms for digital signal processing (context) - Ahmed, Rao - 1975
41   Frequency-domain and multirate adaptive filtering (context) - Shynk - 1992
35   Discrete cosine transform (context) - Rao, Yip - 1990
18   Transform domain LMS algorithm (context) - Narayan, Peterson et al. - 1983
17   The complex LMS algorithm (context) - Widrow, McCool et al. - 1975
12   The use of orthogonal transforms for improving performance o.. (context) - Marshall, Jenkins et al. - 1989
5   A normalized frequency domain lms adaptive algorithm (context) - Bershad, Feintuch - 1986
4   Chelsea Publishing Company (context) - Grenander, Szego et al. - 1984
3   Information Systems Laboratory (context) - Gray, circulant et al. - 1977
3   A weighted normalized frequency domain lms adaptive algorith.. (context) - Florian, Bershad - 1988

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Orthogonalizing adaptive algorithms: RLS, DFT/LMS, and DCT/LMS - Beaufays (1995)   (Correct)
A Unified Approach to Derive Gradient Algorithms for Arbitrary.. - Fran Coise   (Correct)
Simple Algorithms For Fast Adaptive Filtering - Beaufays, Widrow   (Correct)

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