Whittaker's sampling theorem is extended to periodic and not necessarily simultaneous sampling of band-limited functions g(t) and their derivatives gl(t); l = 1,…, n − 1. Uniqueness is established and explicit results for function reconstruction are provided. Further generalizations include arbitrary shifts of a finite number of sample points and sampling in the complex domain
Whittaker's (or Shannon 's) Sampling Theorem is a well-known interpolation formula that has been ext...
AbstractThe classical sampling theorem for bandlimited functions has recently been generalized to ap...
In this paper, we present some useful results related with the sampling theorem and the reconstructi...
Whittaker's sampling theorem is extended to periodic and not necessarily simultaneous sampling of ba...
The sampling theorem for bandlimited functions allows one to reconstruct exactly a function containi...
The sampling theorem states that any frequency bandlimited signal can be exactly reconstructed from ...
This master thesis presents a short introduction into the field of sampling of functions of one vari...
73 pages, 4 figures.Sampling Theory deals with the reconstruction of functions (signals) through the...
Sampling and reconstruction of functions is a central tool in science. A key result is given by the ...
The well-known Whittaker-Kotel'nikov-Shannon sampling theorem for frequency-bandlimited functions of...
In this article a generalized sampling theorem using an arbitrary sequence of sampling points is der...
The definition of band-limited functions (and random processes) is extended to include functions and...
Sampling series expansions for functions (signals) that are bandlimited to N-dimensional rectangles ...
Sampling and reconstruction of functions is a fundamental tool in science. We develop an analogous s...
AbstractWe present a new approach to the problem of irregular sampling of band-limited functions tha...
Whittaker's (or Shannon 's) Sampling Theorem is a well-known interpolation formula that has been ext...
AbstractThe classical sampling theorem for bandlimited functions has recently been generalized to ap...
In this paper, we present some useful results related with the sampling theorem and the reconstructi...
Whittaker's sampling theorem is extended to periodic and not necessarily simultaneous sampling of ba...
The sampling theorem for bandlimited functions allows one to reconstruct exactly a function containi...
The sampling theorem states that any frequency bandlimited signal can be exactly reconstructed from ...
This master thesis presents a short introduction into the field of sampling of functions of one vari...
73 pages, 4 figures.Sampling Theory deals with the reconstruction of functions (signals) through the...
Sampling and reconstruction of functions is a central tool in science. A key result is given by the ...
The well-known Whittaker-Kotel'nikov-Shannon sampling theorem for frequency-bandlimited functions of...
In this article a generalized sampling theorem using an arbitrary sequence of sampling points is der...
The definition of band-limited functions (and random processes) is extended to include functions and...
Sampling series expansions for functions (signals) that are bandlimited to N-dimensional rectangles ...
Sampling and reconstruction of functions is a fundamental tool in science. We develop an analogous s...
AbstractWe present a new approach to the problem of irregular sampling of band-limited functions tha...
Whittaker's (or Shannon 's) Sampling Theorem is a well-known interpolation formula that has been ext...
AbstractThe classical sampling theorem for bandlimited functions has recently been generalized to ap...
In this paper, we present some useful results related with the sampling theorem and the reconstructi...
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