[[abstract]]In this paper, the reconstruction methods of the derivative sampling methods of bandlimited signals are presented. First, the conventional Nyquist uniform sampling method and the derivative sampling method are reviewed briefly. Then, the reconstruction filters are designed by converting the analog filter bank structure in derivative sampling method to an equivalent discrete-time filter bank structure preceded by Nyquist uniform sampling and followed by impulse modulation and lowpass filtering. Next, the first-order derivative sampling method is extended to fractional-order derivative sampling method and the designs of its reconstruction filter bank are also studied. To reduce the implementation complexity, the orthogonal matchin...
The recovery of a signal from so-called generalized samples is a problem of designing appropriate li...
The fractional Fourier transform (FRFT), a generalization of the Fourier transform, has proven to be...
The classical approach to A/D conversion has been uniform sampling and we get perfect reconstruction...
– This paper deals with reconstruction of non-uniformly sampled bandlimited continuous-time signals ...
Abstract.1 It is well-known that certain non bandlimited signals such as splines can be reconstructe...
Abstract. 1 It is well-known that certain non bandlimited signals such as splines can be reconstruct...
[[abstract]]In this paper, the design of wideband fractional delay filter is investigated. First, th...
This thesis is concerned with the problem of irregular sampling with derivatives. In one dimension, ...
The reconstruction of an unknown continuously defined function from the samples of the responses o...
Sampling theory for continuous time signals which have a bandlimited representation in fractional Fo...
The main objective in this thesis is to design optimal samplers, downsamplers and interpolators (hol...
Abstrac t- This paper presents an FIR operator with a very low computational cost for calculating th...
We study the recovery of operators with a bandlimited Kohn-Nirenberg symbol from the action of such ...
We consider in this paper the problem of designing digital filters for non-uniformly sampled signals...
AbstractDiscrete irregular sampling is the problem of recovering a band-limited discrete signal from...
The recovery of a signal from so-called generalized samples is a problem of designing appropriate li...
The fractional Fourier transform (FRFT), a generalization of the Fourier transform, has proven to be...
The classical approach to A/D conversion has been uniform sampling and we get perfect reconstruction...
– This paper deals with reconstruction of non-uniformly sampled bandlimited continuous-time signals ...
Abstract.1 It is well-known that certain non bandlimited signals such as splines can be reconstructe...
Abstract. 1 It is well-known that certain non bandlimited signals such as splines can be reconstruct...
[[abstract]]In this paper, the design of wideband fractional delay filter is investigated. First, th...
This thesis is concerned with the problem of irregular sampling with derivatives. In one dimension, ...
The reconstruction of an unknown continuously defined function from the samples of the responses o...
Sampling theory for continuous time signals which have a bandlimited representation in fractional Fo...
The main objective in this thesis is to design optimal samplers, downsamplers and interpolators (hol...
Abstrac t- This paper presents an FIR operator with a very low computational cost for calculating th...
We study the recovery of operators with a bandlimited Kohn-Nirenberg symbol from the action of such ...
We consider in this paper the problem of designing digital filters for non-uniformly sampled signals...
AbstractDiscrete irregular sampling is the problem of recovering a band-limited discrete signal from...
The recovery of a signal from so-called generalized samples is a problem of designing appropriate li...
The fractional Fourier transform (FRFT), a generalization of the Fourier transform, has proven to be...
The classical approach to A/D conversion has been uniform sampling and we get perfect reconstruction...