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Multirate Structures For Arbitrary Rate Error Control Coding  (Make Corrections)  
Amir S. Avesti-Mehr, Kambiz Nayebi and Shohreh Kasaei Electrical Engineering...



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Abstract: In this paper, we present the most general form for error control coding using finite field multi-rate filters. This method shows how different types of codes can easily be generated by multi-rate filters and filter banks. In all previous works, codes and syndromes were generated using prefilters. Here we present simple multi-rate structures for encoding and generating syndrome. We show that all kinds of arbitrary rate ###, circulant linear codes can be generated by these structures. Then we... (Update)

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BibTeX entry:   (Update)

@misc{ kambiz-multirate,
  author = "Amir Avesti-Mehr Kambiz",
  title = "Multirate Structures For Arbitrary Rate Error Control Coding",
  url = "citeseer.ist.psu.edu/742833.html" }
Citations (may not include all citations):
356   Multirate Systems and Filter Banks (context) - Vaidyanathan - 1993
45   Fundamentals of Convolutional Coding (context) - Johannesson, Zigangirov - 1999  ACM
18   The Mathematical Theory of Coding (context) - Blake, Mullin - 1975
15   Multirate digital Filters (context) - Vaidyanathan - 1990
12   Nonuniform Filter banks: a reconstruction and design theory (context) - Nayebi, Barnwell et al. - 1993
8   Wavelet transforms associated with finite cyclic groups (context) - Caire, Grossman et al. - 1993
2   Convolutional coding using Finite-Field wavelet transforms (context) - Fekri, McLaughlin et al. - 2000
2   Theory of Filter banks over Finite Fields (context) - Cooklev, Nishihara et al. - 1994
2   Error Control Coding Using Finite Field Wavelet Transforms: .. (context) - Fekri, McLaughlin et al. - 1999
1   AddisonWesley Publishing Company (context) - Lidi, Niederreiter et al. - 1983
1   Kluwer Academic Publications (context) - Menezes, Blake et al. - 1993
1   Algebric Methods for Signal Procesing and Communications Cod.. (context) - Blahut - 1992
1   block codes using Finite Field wavelets; a new family of max.. (context) - Fekri, McLaughlin et al. - 2000

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