AbstractWe derive necessary conditions for sampling and interpolation of bandlimited functions on a locally compact abelian group in line with the classical results of H. Landau for bandlimited functions on Rd. Our conditions are phrased as comparison principles involving a certain canonical lattice
Graduation date: 2000Sampling theorems provide exact interpolation formulas for bandlimited\ud funct...
Given a compact Riemannian manifold $M$, we consider the subspace of $L^2(M)$ generated by the eigen...
Let G be an LCA group, H a closed subgroup, Γ the dual group of G and µ be a regular finite non-nega...
Abstract. We derive necessary conditions for sampling and interpolation of bandlimited functions on ...
AbstractWe derive necessary conditions for sampling and interpolation of bandlimited functions on a ...
summary:Using the techniques of approximation and factorization of convolution operators we study th...
AbstractBand-limited functions f can be recovered from their sampling values (f(xi)) by means of ite...
We prove the existence of sampling sets and interpolation sets near the critical density, in Paley W...
AbstractAn abstract form of the classical approximate sampling theorem is proved for functions on a ...
We present a general approach to derive sampling theorems on locally compact groups from oscillation...
Examiner Univ.-Prof. Dr.-Ing. Dr.rer.nat. Holger Boche Contents 1. Sampling and interpolation proble...
Salehi and Scheidt [6] have derived several Wold-Cramér concordance theorems for q-variate stationar...
AbstractWe present a new approach to the problem of irregular sampling of band-limited functions tha...
We characterize all the locally compact abelian (LCA) groups that contain quasicrystals (a class of ...
We formulate the notion of a "good approximation" to a probability distribution over a fin...
Graduation date: 2000Sampling theorems provide exact interpolation formulas for bandlimited\ud funct...
Given a compact Riemannian manifold $M$, we consider the subspace of $L^2(M)$ generated by the eigen...
Let G be an LCA group, H a closed subgroup, Γ the dual group of G and µ be a regular finite non-nega...
Abstract. We derive necessary conditions for sampling and interpolation of bandlimited functions on ...
AbstractWe derive necessary conditions for sampling and interpolation of bandlimited functions on a ...
summary:Using the techniques of approximation and factorization of convolution operators we study th...
AbstractBand-limited functions f can be recovered from their sampling values (f(xi)) by means of ite...
We prove the existence of sampling sets and interpolation sets near the critical density, in Paley W...
AbstractAn abstract form of the classical approximate sampling theorem is proved for functions on a ...
We present a general approach to derive sampling theorems on locally compact groups from oscillation...
Examiner Univ.-Prof. Dr.-Ing. Dr.rer.nat. Holger Boche Contents 1. Sampling and interpolation proble...
Salehi and Scheidt [6] have derived several Wold-Cramér concordance theorems for q-variate stationar...
AbstractWe present a new approach to the problem of irregular sampling of band-limited functions tha...
We characterize all the locally compact abelian (LCA) groups that contain quasicrystals (a class of ...
We formulate the notion of a "good approximation" to a probability distribution over a fin...
Graduation date: 2000Sampling theorems provide exact interpolation formulas for bandlimited\ud funct...
Given a compact Riemannian manifold $M$, we consider the subspace of $L^2(M)$ generated by the eigen...
Let G be an LCA group, H a closed subgroup, Γ the dual group of G and µ be a regular finite non-nega...
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