AbstractThe paper discusses a numerical algorithm for obtaining rational approximations to a given continuous function. This method offers the promise of a comprehensive solution to the problems of two-dimensional recursive digital filter design. This technique, called Chebyshev design, avoids the stability test inherent in present design methods
Digital filter design is to approximate a desired frequency response with a model of transfer functi...
An algorithm is presented for stability testing of 2-D recursive digital filters. The algorithm is b...
Four methods for designing digital filters optimal in the Chebyshev sense are developed. The propert...
AbstractThe paper discusses a numerical algorithm for obtaining rational approximations to a given c...
Digital processing of two dimensional signals is becoming increasingly important, and is finding app...
A simple numerical algorithm is proposed for stability testing of 2-D recursive digital filters. It ...
Abstract-In this paper, based on Chi-Chiou’s weighted least-squares (WLS) Chebyshev approxima-tion m...
This treatise is concerned with the problem of determining recursive and non-recursive digital filte...
Different kinds of two-dimensional recursive filters are used in signal processing and pro-imagining...
Close form analytical techniques for the design of a certain class of recursive digital filters such...
Journal PaperWe describe a Remez type exchange algorithm for the design of stable recursive filters ...
Abstract—A novel structure using recursive nonsymmetric half-plane (NSHP) digital allpass filters (D...
The Rational Chebyshev Function was first introduced by Bernstein (1926), used by Sharpe (1953), the...
Two new digital filter design techniques are proposed for obtaining the transfer function, in the z-...
The purpose of this work is to design a digital recursive filter of a desired amplitude response wit...
Digital filter design is to approximate a desired frequency response with a model of transfer functi...
An algorithm is presented for stability testing of 2-D recursive digital filters. The algorithm is b...
Four methods for designing digital filters optimal in the Chebyshev sense are developed. The propert...
AbstractThe paper discusses a numerical algorithm for obtaining rational approximations to a given c...
Digital processing of two dimensional signals is becoming increasingly important, and is finding app...
A simple numerical algorithm is proposed for stability testing of 2-D recursive digital filters. It ...
Abstract-In this paper, based on Chi-Chiou’s weighted least-squares (WLS) Chebyshev approxima-tion m...
This treatise is concerned with the problem of determining recursive and non-recursive digital filte...
Different kinds of two-dimensional recursive filters are used in signal processing and pro-imagining...
Close form analytical techniques for the design of a certain class of recursive digital filters such...
Journal PaperWe describe a Remez type exchange algorithm for the design of stable recursive filters ...
Abstract—A novel structure using recursive nonsymmetric half-plane (NSHP) digital allpass filters (D...
The Rational Chebyshev Function was first introduced by Bernstein (1926), used by Sharpe (1953), the...
Two new digital filter design techniques are proposed for obtaining the transfer function, in the z-...
The purpose of this work is to design a digital recursive filter of a desired amplitude response wit...
Digital filter design is to approximate a desired frequency response with a model of transfer functi...
An algorithm is presented for stability testing of 2-D recursive digital filters. The algorithm is b...
Four methods for designing digital filters optimal in the Chebyshev sense are developed. The propert...
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