The four main design problems for nonrecursive digital filters in the frequency domain are properly formulated as approximation problems and studied in regard to the existence of solutions and the convergence of the approximation errors. These are the problems of approximating a frequency response and a magnitude response and the problems of simultaneously approximating a magnitude and phase response and a magnitude response and group delay respectively. Linear-phase filters are considered separately. The errors are measured by an arbitrary L"p-resp. l"p-norm, 1#<=#p#<=##infinity#, and constraints on the filter coefficients are permitted. (orig.)Available from TIB Hannover: RR 7760(1997,4) / FIZ - Fachinformationszzentrum Ka...
Many digital signal processing applications require linear phase filtering. For applications that re...
This treatise is concerned with the problem of determining recursive and non-recursive digital filte...
Chok-ki Chan.Bibliography: leaves 117-122Thesis (Ph.D.) - Chinese University of Hong Kong, 198
AbstractThe topic of this paper is the study of four real, linear, possibly constrained minimum norm...
Thesis: Sc. D., Massachusetts Institute of Technology, Department of Electrical Engineering, 1972Vit...
This thesis develops new methods for obtaining optimal frequency domain approximation in the design ...
The advantages of optimization in filter design over strongly specialized methods based upon approxi...
Digital filters made from a parallel combination of two allpass branches have been of considerable i...
email mlangneptunnttuwienacat This paper presents a method for the design of nonlin ear phase FIR d...
FIR filter design problems in the frequency domain are nonlinear (semi-infinite) optimization proble...
Four methods for designing digital filters optimal in the Chebyshev sense are developed. The propert...
Several new techniques for open problems in the frequency domain design of FIR and IIR digital filte...
In this dissertation, several algorithms to design linear phase Finite Impulse Response (FIR) and In...
Introduction. Band-pass filters circuit elements can be calculated by converting low-pass filter (LP...
Digital filters, which are used in many signal processing applications, can be classified as recursi...
Many digital signal processing applications require linear phase filtering. For applications that re...
This treatise is concerned with the problem of determining recursive and non-recursive digital filte...
Chok-ki Chan.Bibliography: leaves 117-122Thesis (Ph.D.) - Chinese University of Hong Kong, 198
AbstractThe topic of this paper is the study of four real, linear, possibly constrained minimum norm...
Thesis: Sc. D., Massachusetts Institute of Technology, Department of Electrical Engineering, 1972Vit...
This thesis develops new methods for obtaining optimal frequency domain approximation in the design ...
The advantages of optimization in filter design over strongly specialized methods based upon approxi...
Digital filters made from a parallel combination of two allpass branches have been of considerable i...
email mlangneptunnttuwienacat This paper presents a method for the design of nonlin ear phase FIR d...
FIR filter design problems in the frequency domain are nonlinear (semi-infinite) optimization proble...
Four methods for designing digital filters optimal in the Chebyshev sense are developed. The propert...
Several new techniques for open problems in the frequency domain design of FIR and IIR digital filte...
In this dissertation, several algorithms to design linear phase Finite Impulse Response (FIR) and In...
Introduction. Band-pass filters circuit elements can be calculated by converting low-pass filter (LP...
Digital filters, which are used in many signal processing applications, can be classified as recursi...
Many digital signal processing applications require linear phase filtering. For applications that re...
This treatise is concerned with the problem of determining recursive and non-recursive digital filte...
Chok-ki Chan.Bibliography: leaves 117-122Thesis (Ph.D.) - Chinese University of Hong Kong, 198