Add to ORKGA method is described which can be used to design two-dimensional nonrecursive linear-phase filters. The approach is based on formulating the mean-square rror between the amplitude responses of the practical and ideal digital filters as a quadratic function. The coefficients of the filters are obtained by solving a set of linear equations. This method leads to a lower mean-square rror and is computationally more efficient than the eigenfilter method. Zusammenfassun
AbstractThe topic of this paper is the study of four real, linear, possibly constrained minimum norm...
The four main design problems for nonrecursive digital filters in the frequency domain are properly ...
Digital processing of two dimensional signals is becoming increasingly important, and is finding app...
A novel approach to the design of approximately linear phase recursive digital filters was recently ...
In this paper, we develop a new method for weighted least squares 2D linear-phase FIR filter design....
In this dissertation, several algorithms to design linear phase Finite Impulse Response (FIR) and In...
General form for designing two-dimensional quadrantally symmetric linear-phase FIR digital filters b...
The advantages of optimization in filter design over strongly specialized methods based upon approxi...
This paper is concerned with weighted least mean square design of two-dimensional (2-D) zero-phase F...
This paper introduces a new method for designing linear-phase FIR filters with a desired shape. The ...
A simple technique for designing low-pass recursive digital filters with nearly linear phase charact...
The l-D eigenfilter approach is extended for designing 2-D FIR filters. By minimizing a quadratic me...
A fast design method is presented for approximately linear phase (ALP) 2-D IIR digital filters compo...
Techniques developed for recursive digital filters design in the frequency domain are mainly based o...
The synthesis of recursive digital filters with linear phase is approached by means of existing appr...
AbstractThe topic of this paper is the study of four real, linear, possibly constrained minimum norm...
The four main design problems for nonrecursive digital filters in the frequency domain are properly ...
Digital processing of two dimensional signals is becoming increasingly important, and is finding app...
A novel approach to the design of approximately linear phase recursive digital filters was recently ...
In this paper, we develop a new method for weighted least squares 2D linear-phase FIR filter design....
In this dissertation, several algorithms to design linear phase Finite Impulse Response (FIR) and In...
General form for designing two-dimensional quadrantally symmetric linear-phase FIR digital filters b...
The advantages of optimization in filter design over strongly specialized methods based upon approxi...
This paper is concerned with weighted least mean square design of two-dimensional (2-D) zero-phase F...
This paper introduces a new method for designing linear-phase FIR filters with a desired shape. The ...
A simple technique for designing low-pass recursive digital filters with nearly linear phase charact...
The l-D eigenfilter approach is extended for designing 2-D FIR filters. By minimizing a quadratic me...
A fast design method is presented for approximately linear phase (ALP) 2-D IIR digital filters compo...
Techniques developed for recursive digital filters design in the frequency domain are mainly based o...
The synthesis of recursive digital filters with linear phase is approached by means of existing appr...
AbstractThe topic of this paper is the study of four real, linear, possibly constrained minimum norm...
The four main design problems for nonrecursive digital filters in the frequency domain are properly ...
Digital processing of two dimensional signals is becoming increasingly important, and is finding app...