Variable fractional delay filters allow the delay of a filter to be varied continuously over an interval without the need to redesign the filter. A popular structure to implement these filters is the Farrow structure. This thesis presents further insights into the design of weighted least squares Farrow variable fractional delay filters. It also presents a numerically more efficient method to design weighted minimax Farrow variable fractional delay filters
An efficient implementation technique for the Lagrange interpolation is derived. This formulation ca...
This paper describes improvements in a Farrow-structured variable fractional delay (FD) Lagrange fil...
This paper describes improvements in a Farrow-structured variable fractional delay (FD) Lagrange fil...
The weighted least-squares design of Farrow-based variable fractional delay filters is known to suff...
In this paper, we generalize the well-known variable fractional delay filter structure of Farrow to ...
The Farrow structure can be used for efficient realization of adjustable fractional-delay FIR filter...
[[abstract]]In this paper, a weighted least-squares method is presented to design one-dimensional an...
[[abstract]]In this paper, the Taylor series expansion is used to transform the design problem of a ...
Abstract—This paper presents a noniterative weighted-least-squares (WLS) method for designing allpas...
This paper investigates the optimal design of variable fractional delay (VFD) filter with discrete c...
This correspondence investigates the least squares and minimax design problems for allpass variable ...
Abstract—In this letter, the Taylor series expansion is used to transform the design problem of a fr...
This paper presents a computational method for the optimal design of all-pass variable fractional-de...
To design an FIR filter, the Weighted Least Squares (WLS) method is a well-known technique. And it h...
This letter develops an efficient computational procedure for the design of an odd-order variable fr...
An efficient implementation technique for the Lagrange interpolation is derived. This formulation ca...
This paper describes improvements in a Farrow-structured variable fractional delay (FD) Lagrange fil...
This paper describes improvements in a Farrow-structured variable fractional delay (FD) Lagrange fil...
The weighted least-squares design of Farrow-based variable fractional delay filters is known to suff...
In this paper, we generalize the well-known variable fractional delay filter structure of Farrow to ...
The Farrow structure can be used for efficient realization of adjustable fractional-delay FIR filter...
[[abstract]]In this paper, a weighted least-squares method is presented to design one-dimensional an...
[[abstract]]In this paper, the Taylor series expansion is used to transform the design problem of a ...
Abstract—This paper presents a noniterative weighted-least-squares (WLS) method for designing allpas...
This paper investigates the optimal design of variable fractional delay (VFD) filter with discrete c...
This correspondence investigates the least squares and minimax design problems for allpass variable ...
Abstract—In this letter, the Taylor series expansion is used to transform the design problem of a fr...
This paper presents a computational method for the optimal design of all-pass variable fractional-de...
To design an FIR filter, the Weighted Least Squares (WLS) method is a well-known technique. And it h...
This letter develops an efficient computational procedure for the design of an odd-order variable fr...
An efficient implementation technique for the Lagrange interpolation is derived. This formulation ca...
This paper describes improvements in a Farrow-structured variable fractional delay (FD) Lagrange fil...
This paper describes improvements in a Farrow-structured variable fractional delay (FD) Lagrange fil...