AbstractFollowing N. Sivakumar (J. Approx. Theory 64 (1991), 95–118), we study in this note the problem of the linear independence of the integer translates of an exponential box spline associated with a rational direction set
Consider the Bessel system of integer translates {ψk} of a square integrable function ψ. We show tha...
AbstractWe study spaces generated by translations of a fixed function over lattice points. We provid...
AbstractWe investigate the approximation orders of principal shift-invariant subspaces ofLp(Rd), 1<p...
AbstractFollowing N. Sivakumar (J. Approx. Theory 64 (1991), 95–118), we study in this note the prob...
AbstractLet MΞ be the box spline associated with an s×n matrix Ξ. If Ξ has only integer entries, the...
AbstractLet Bξ,λ be the exponential box spline associated with λ ϵ Cn, and an s × n rational matrix ...
AbstractA necessary and sufficient condition for the linear independence of integer translates of Bo...
AbstractFor a given box spline B and a compactly supported distribution μ, we examine in this note t...
The problem of linear independence of the integer translates of ?????where ? ?is a compactly suppor...
AbstractA Characterization of extendibility of rational matrices is presented in terms of elementary...
AbstractWe determine the dimension of the polynomial subspace of the linear space spanned by the tra...
We determine the dimension of the polynomial subspace of the linear space spanned by the translates ...
The purpose of this work is to survey what is known about the linear independence of spikes and sine...
The following question was asked on Math Overflow. Let (λn) be a se-quence of complex numbers tendin...
AbstractWe give explicitly all linear dependence relations for integer translates of a tiling in R a...
Consider the Bessel system of integer translates {ψk} of a square integrable function ψ. We show tha...
AbstractWe study spaces generated by translations of a fixed function over lattice points. We provid...
AbstractWe investigate the approximation orders of principal shift-invariant subspaces ofLp(Rd), 1<p...
AbstractFollowing N. Sivakumar (J. Approx. Theory 64 (1991), 95–118), we study in this note the prob...
AbstractLet MΞ be the box spline associated with an s×n matrix Ξ. If Ξ has only integer entries, the...
AbstractLet Bξ,λ be the exponential box spline associated with λ ϵ Cn, and an s × n rational matrix ...
AbstractA necessary and sufficient condition for the linear independence of integer translates of Bo...
AbstractFor a given box spline B and a compactly supported distribution μ, we examine in this note t...
The problem of linear independence of the integer translates of ?????where ? ?is a compactly suppor...
AbstractA Characterization of extendibility of rational matrices is presented in terms of elementary...
AbstractWe determine the dimension of the polynomial subspace of the linear space spanned by the tra...
We determine the dimension of the polynomial subspace of the linear space spanned by the translates ...
The purpose of this work is to survey what is known about the linear independence of spikes and sine...
The following question was asked on Math Overflow. Let (λn) be a se-quence of complex numbers tendin...
AbstractWe give explicitly all linear dependence relations for integer translates of a tiling in R a...
Consider the Bessel system of integer translates {ψk} of a square integrable function ψ. We show tha...
AbstractWe study spaces generated by translations of a fixed function over lattice points. We provid...
AbstractWe investigate the approximation orders of principal shift-invariant subspaces ofLp(Rd), 1<p...
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