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
Two-dimensional digital filters have gained wide acceptance in recent years. For recursive filters, ...
Close form analytical techniques for the design of a certain class of recursive digital filters such...
The Rational Chebyshev Function was first introduced by Bernstein (1926), used by Sharpe (1953), the...
AbstractThe paper discusses a numerical algorithm for obtaining rational approximations to a given c...
AbstractIf B(z) is an absolutely convergent power series on the unit disk, the requirements for the ...
AbstractA model for a two-dimensional recursive digital filter results in a two-stage coupled constr...
Digital processing of two dimensional signals is becoming increasingly important, and is finding app...
An algorithm is presented for stability testing of 2-D recursive digital filters. The algorithm is b...
Abstract-The theory for designing finite-duration impulse response (FIR) digital filters can readily...
A simple numerical algorithm is proposed for stability testing of 2-D recursive digital filters. It ...
Digital signal processing is becoming increasingly important, and is finding applications in speech ...
Journal PaperWe describe a Remez type exchange algorithm for the design of stable recursive filters ...
Abstract: A new criterion is derived that relates the stability of two-dimensional recursive filters...
Digital filter design is to approximate a desired frequency response with a model of transfer functi...
Abstract—A novel structure using recursive nonsymmetric half-plane (NSHP) digital allpass filters (D...
Two-dimensional digital filters have gained wide acceptance in recent years. For recursive filters, ...
Close form analytical techniques for the design of a certain class of recursive digital filters such...
The Rational Chebyshev Function was first introduced by Bernstein (1926), used by Sharpe (1953), the...
AbstractThe paper discusses a numerical algorithm for obtaining rational approximations to a given c...
AbstractIf B(z) is an absolutely convergent power series on the unit disk, the requirements for the ...
AbstractA model for a two-dimensional recursive digital filter results in a two-stage coupled constr...
Digital processing of two dimensional signals is becoming increasingly important, and is finding app...
An algorithm is presented for stability testing of 2-D recursive digital filters. The algorithm is b...
Abstract-The theory for designing finite-duration impulse response (FIR) digital filters can readily...
A simple numerical algorithm is proposed for stability testing of 2-D recursive digital filters. It ...
Digital signal processing is becoming increasingly important, and is finding applications in speech ...
Journal PaperWe describe a Remez type exchange algorithm for the design of stable recursive filters ...
Abstract: A new criterion is derived that relates the stability of two-dimensional recursive filters...
Digital filter design is to approximate a desired frequency response with a model of transfer functi...
Abstract—A novel structure using recursive nonsymmetric half-plane (NSHP) digital allpass filters (D...
Two-dimensional digital filters have gained wide acceptance in recent years. For recursive filters, ...
Close form analytical techniques for the design of a certain class of recursive digital filters such...
The Rational Chebyshev Function was first introduced by Bernstein (1926), used by Sharpe (1953), the...
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