Abstract. For spectroscopic measurements there are good reasons why one might consider using nonuniformly nonsimultaneously sampled complex data. The pri-mary one is that the eective bandwidth, the largest spectral window free of aliases, can be much wider than with uniformly sampled data. In this paper we discuss nonuniformly nonsimultaneously sampled data, describe how these data are tradi-tionally analyzed, analyze them using probability theory and show how probability theory generalizes the discrete Fourier transform: rst for uniformly sampled data, then for nonuniformly sampled data and nally for nonuniformly nonsimultane-ously sampled data. These generalizations demonstrate that aliases are not so much removed by nonuniform nonsimult...
The aim of this project is to explore possibilities of implementing low-cost instruments such as spe...
In this paper, we suggest a new Fourier transform based algorithm for the reconstruction of function...
Signal acquisition, signal reconstruction and analysis of spectrum of the signal are the three most ...
The Nyquist theorem stipulates the largest sampling interval sufficient to avoid aliasing is the rec...
In nonuniform sampling (NUS), signal amplitudes and time stamps are delivered in pairs. Several meth...
Nonuniform sampling can facilitate digital alias-free signal processing (DASP), i.e., digital signal...
In recent years many of the results for bandlimited sampling have been extended to the case of nonba...
In many real-time applications, sample values and time stamps are delivered in pairs, where sampling...
In many applications such as signal integrity checking of hardware prototypes or determining dynamic...
We investigate two natural linear estimates of a signal's continuous time Fourier transform (FT) bas...
The sampling theorem is one of the most basic and fascinating topics in engineering sciences. The mo...
Abstract.1 In recent years many of the results for band limited sampling have been extended to the c...
AbstractWe give an overview of recent developments in the problem of reconstructing a band-limited s...
The properties of the Gabor and Morlet transforms are examined with respect to the Fourier analysis ...
Nonuniform sampling of images is a useful technique in computer graphics, because a properly designe...
The aim of this project is to explore possibilities of implementing low-cost instruments such as spe...
In this paper, we suggest a new Fourier transform based algorithm for the reconstruction of function...
Signal acquisition, signal reconstruction and analysis of spectrum of the signal are the three most ...
The Nyquist theorem stipulates the largest sampling interval sufficient to avoid aliasing is the rec...
In nonuniform sampling (NUS), signal amplitudes and time stamps are delivered in pairs. Several meth...
Nonuniform sampling can facilitate digital alias-free signal processing (DASP), i.e., digital signal...
In recent years many of the results for bandlimited sampling have been extended to the case of nonba...
In many real-time applications, sample values and time stamps are delivered in pairs, where sampling...
In many applications such as signal integrity checking of hardware prototypes or determining dynamic...
We investigate two natural linear estimates of a signal's continuous time Fourier transform (FT) bas...
The sampling theorem is one of the most basic and fascinating topics in engineering sciences. The mo...
Abstract.1 In recent years many of the results for band limited sampling have been extended to the c...
AbstractWe give an overview of recent developments in the problem of reconstructing a band-limited s...
The properties of the Gabor and Morlet transforms are examined with respect to the Fourier analysis ...
Nonuniform sampling of images is a useful technique in computer graphics, because a properly designe...
The aim of this project is to explore possibilities of implementing low-cost instruments such as spe...
In this paper, we suggest a new Fourier transform based algorithm for the reconstruction of function...
Signal acquisition, signal reconstruction and analysis of spectrum of the signal are the three most ...