Weighted mean squared error criterion with fixed-levels modification for linear-phase FIR filter design
This paper proposes a new approach-fixed-levels least squares (FLLS) method for linear-phase FIR filter design. It is mainly directed towards rejection of Gibbs phenomenon through introduction of a set of equally spaced fixed levels in transition band and subsequent redefinition of the approximated...
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Published in | Proceedings of Third International Conference on Electronics, Circuits, and Systems Vol. 1; pp. 275 - 278 vol.1 |
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Main Author | |
Format | Conference Proceeding |
Language | English |
Published |
IEEE
1996
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Subjects | |
Online Access | Get full text |
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Abstract | This paper proposes a new approach-fixed-levels least squares (FLLS) method for linear-phase FIR filter design. It is mainly directed towards rejection of Gibbs phenomenon through introduction of a set of equally spaced fixed levels in transition band and subsequent redefinition of the approximated and weight functions. Detailed mathematical solution of the problem as well as a numerical example are given. The results in graphical form are shown as an output of FLLS software model. |
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AbstractList | This paper proposes a new approach-fixed-levels least squares (FLLS) method for linear-phase FIR filter design. It is mainly directed towards rejection of Gibbs phenomenon through introduction of a set of equally spaced fixed levels in transition band and subsequent redefinition of the approximated and weight functions. Detailed mathematical solution of the problem as well as a numerical example are given. The results in graphical form are shown as an output of FLLS software model. |
Author | Mollova, G.S. |
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Snippet | This paper proposes a new approach-fixed-levels least squares (FLLS) method for linear-phase FIR filter design. It is mainly directed towards rejection of... |
SourceID | ieee |
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StartPage | 275 |
SubjectTerms | Application software Autocorrelation Band pass filters Computer errors Finite impulse response filter Frequency locked loops Least squares approximation Least squares methods Passband Time domain analysis |
Title | Weighted mean squared error criterion with fixed-levels modification for linear-phase FIR filter design |
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