Add to ORKGAbstract.1 In recent years many of the results for band limited sampling have been extended to the case of non bandlimited signals. These recent extensions have been found to be useful in digital signal processing applications such as image interpolation, equalization of communica-tion channels, and in multiresolution computation. In this lecture we give a brief overview of some of these ideas. 1
The definition of band-limited functions (and random processes) is extended to include functions and...
We derive a sampling expansion for bandlimited signals with polynomial growth on the real axis. The ...
AbstractThe classical sampling theorem for bandlimited functions has recently been generalized to ap...
Abstract. 1 In recent years many of the results for band limited sampling have been extended to the ...
In recent years many of the results for bandlimited sampling have been extended to the case of nonba...
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...
Currently, digital signal processing systems typically assume that the signals are bandlimited. Thi...
The sampling theorem states that any frequency bandlimited signal can be exactly reconstructed from ...
This paper presents novel results on the joint problem of sampling and quantization of non bandlimit...
This chapter develops aspects of previous work that pertain distinctly to band-limited functions. In...
The sampling theorem is one of the most basic and fascinating topics in engineering sciences. The mo...
The sampling theorem is one of the most basic and fascinating topics in engineering sciences. The mo...
This master thesis presents a short introduction into the field of sampling of functions of one vari...
The reconstruction of an unknown continuously defined function from the samples of the responses o...
The definition of band-limited functions (and random processes) is extended to include functions and...
We derive a sampling expansion for bandlimited signals with polynomial growth on the real axis. The ...
AbstractThe classical sampling theorem for bandlimited functions has recently been generalized to ap...
Abstract. 1 In recent years many of the results for band limited sampling have been extended to the ...
In recent years many of the results for bandlimited sampling have been extended to the case of nonba...
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...
Currently, digital signal processing systems typically assume that the signals are bandlimited. Thi...
The sampling theorem states that any frequency bandlimited signal can be exactly reconstructed from ...
This paper presents novel results on the joint problem of sampling and quantization of non bandlimit...
This chapter develops aspects of previous work that pertain distinctly to band-limited functions. In...
The sampling theorem is one of the most basic and fascinating topics in engineering sciences. The mo...
The sampling theorem is one of the most basic and fascinating topics in engineering sciences. The mo...
This master thesis presents a short introduction into the field of sampling of functions of one vari...
The reconstruction of an unknown continuously defined function from the samples of the responses o...
The definition of band-limited functions (and random processes) is extended to include functions and...
We derive a sampling expansion for bandlimited signals with polynomial growth on the real axis. The ...
AbstractThe classical sampling theorem for bandlimited functions has recently been generalized to ap...