Presentation 2011-06-30
Complex Chebyshev Approximation Method for FIR Filters Using a Recalculated Maximum Allowable Deviation
Kosuke TERAMOTO, Toma MIYATA, Naoyuki AIKAWA, Yasunori SUGITA, Toshinori YOSHIKAWA,
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Abstract(in English) A previous Successive Projections (SP) method must determinate arbitrary maximum allowable deviation. As the result, the obtained solution does not converge and/or the obtained filter does not have equiripple characteristics. We presented a design method of linear phase FIR filters by SP method recalculated maximum allowable deviation at each iteration. In this paper, we present a design method of complex chebyshev approximation for FIR filters by SP method using a recalculated maximum allowable deviation. Finally, we confirm the effectiveness of the proposed method through several examples.
Keyword(in Japanese) (See Japanese page)
Keyword(in English) Successive Projections Method / Updating Maximum Allowable Deviation / FIR Filters / Complex Chebyshev Approximation
Paper # CAS2011-3,VLD2011-10,SIP2011-32,MSS2011-3
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Conference Date 2011/6/23(1days)
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Registration To Mathematical Systems Science and its applications(MSS)
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) Complex Chebyshev Approximation Method for FIR Filters Using a Recalculated Maximum Allowable Deviation
Sub Title (in English)
Keyword(1) Successive Projections Method
Keyword(2) Updating Maximum Allowable Deviation
Keyword(3) FIR Filters
Keyword(4) Complex Chebyshev Approximation
1st Author's Name Kosuke TERAMOTO
1st Author's Affiliation Graduate School of Tokyo University of Scinece()
2nd Author's Name Toma MIYATA
2nd Author's Affiliation Graduate School of Tokyo University of Scinece
3rd Author's Name Naoyuki AIKAWA
3rd Author's Affiliation Tokyo University of Science
4th Author's Name Yasunori SUGITA
4th Author's Affiliation Nagaoka University of Technology
5th Author's Name Toshinori YOSHIKAWA
5th Author's Affiliation Nagaoka University of Technology
Date 2011-06-30
Paper # CAS2011-3,VLD2011-10,SIP2011-32,MSS2011-3
Volume (vol) vol.111
Number (no) 105
Page pp.pp.-
#Pages 6
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