Add to ORKGA simple proof of the alternation theorem for minimax FIR filter design is presented in this paper. It requires no background on mathematical optimization theory, and is based on easily understood properties of filters with equiripple behavior. The method is similar to the classical counting argument used in early mathematics literature. The contribution here is a simplified presentation which directly uses filter design language
This thesis introduces two optimal design techniques for discrete time finite impulse response (FIR)...
The contribution contains a description of two different methods for discrete minimax approximation....
The paper provides, through the use of Bernstein polynomials, a new insight into the design of maxim...
Abstract-A simple proof of the alternation theorem for minimax FIR filter design is presented in thi...
A technique is presented for designing linear-phase digital FIR filters, with a prescribed degree of...
A new technique is presented for the design of digital FIR filters, with a prescribed degree of flat...
An algorithm is described for designing digital filters that require few multiplies to produce good ...
The problem under study here is the minimax design of linear-phase lowpass FIR filters having variab...
The design of Finite Impulse Response (FIR) digital filters that considers both phase and magnitude ...
Abstract. A method based on the variation of initial parameters is extend on the finite wordlength c...
This paper studies the problem of designing digital finite duration impulse response (FIR) filters w...
Several new techniques for open problems in the frequency domain design of FIR and IIR digital filte...
International audienceThis work presents two novel methods that simultaneously optimize both the des...
The article of record as published may be found at http://dx.doi.org/10.1109/TASSP.1982.1163925Publi...
Preliminary version accepted for publicationInternational audienceWith a long history dating back to...
This thesis introduces two optimal design techniques for discrete time finite impulse response (FIR)...
The contribution contains a description of two different methods for discrete minimax approximation....
The paper provides, through the use of Bernstein polynomials, a new insight into the design of maxim...
Abstract-A simple proof of the alternation theorem for minimax FIR filter design is presented in thi...
A technique is presented for designing linear-phase digital FIR filters, with a prescribed degree of...
A new technique is presented for the design of digital FIR filters, with a prescribed degree of flat...
An algorithm is described for designing digital filters that require few multiplies to produce good ...
The problem under study here is the minimax design of linear-phase lowpass FIR filters having variab...
The design of Finite Impulse Response (FIR) digital filters that considers both phase and magnitude ...
Abstract. A method based on the variation of initial parameters is extend on the finite wordlength c...
This paper studies the problem of designing digital finite duration impulse response (FIR) filters w...
Several new techniques for open problems in the frequency domain design of FIR and IIR digital filte...
International audienceThis work presents two novel methods that simultaneously optimize both the des...
The article of record as published may be found at http://dx.doi.org/10.1109/TASSP.1982.1163925Publi...
Preliminary version accepted for publicationInternational audienceWith a long history dating back to...
This thesis introduces two optimal design techniques for discrete time finite impulse response (FIR)...
The contribution contains a description of two different methods for discrete minimax approximation....
The paper provides, through the use of Bernstein polynomials, a new insight into the design of maxim...