Add to ORKGBased on a new definition of delation a scale discrete version of spherical multiresolution is described, starting from a scale discrete wavelet transform on the sphere. Depending on the type of application, different families of wavelets are chosen. In particular, spherical Shannon wavelets are constructed that form an orthogonal multiresolution analysis. Finally fully discrete wavelet approximation is discussed in case of band-limited wavelets
The basic theory of spherical singular integrals is recapitulated. Criteria are given for measuring ...
The basic theory of spherical singular integrals is recapitulated. Criteria are given for measuring ...
We give a sufficient condition for a zonal function to be a strictly positive definite. A major resu...
A continuous version of spherical multiresolution is described, starting from continuous wavelet tra...
A continuous version of spherical multiresolution is described, starting from continuous wavelet tra...
Multiresolution is investigated on the basis of shift-invariant spaces. Given a finitely generated s...
We continue the analysis of the continuous wavelet transform on the 2-sphere, introduced in a previo...
AbstractWe continue the analysis of the continuous wavelet transform on the 2-sphere, introduced in ...
We present in this paper new multiscale transforms on the sphere, namely the isotropic undecimated w...
We present in this paper new multiscale transforms on the sphere, namely the isotropic undecimated w...
We review scale-discretized wavelets on the sphere, which are directional and allow one to probe ori...
In this thesis we will explore the theory behind wavelets. The main focus is on the discrete wavelet...
Wavelets on closed surfaces in Euclidean space R3 are introduced starting from a scale discrete wave...
In this paper we present an overview of wavelet based multiresolution analyses. First, we briefly di...
In a first part, we discuss several properties that seem desirable for any type of wavelet, such as ...
The basic theory of spherical singular integrals is recapitulated. Criteria are given for measuring ...
The basic theory of spherical singular integrals is recapitulated. Criteria are given for measuring ...
We give a sufficient condition for a zonal function to be a strictly positive definite. A major resu...
A continuous version of spherical multiresolution is described, starting from continuous wavelet tra...
A continuous version of spherical multiresolution is described, starting from continuous wavelet tra...
Multiresolution is investigated on the basis of shift-invariant spaces. Given a finitely generated s...
We continue the analysis of the continuous wavelet transform on the 2-sphere, introduced in a previo...
AbstractWe continue the analysis of the continuous wavelet transform on the 2-sphere, introduced in ...
We present in this paper new multiscale transforms on the sphere, namely the isotropic undecimated w...
We present in this paper new multiscale transforms on the sphere, namely the isotropic undecimated w...
We review scale-discretized wavelets on the sphere, which are directional and allow one to probe ori...
In this thesis we will explore the theory behind wavelets. The main focus is on the discrete wavelet...
Wavelets on closed surfaces in Euclidean space R3 are introduced starting from a scale discrete wave...
In this paper we present an overview of wavelet based multiresolution analyses. First, we briefly di...
In a first part, we discuss several properties that seem desirable for any type of wavelet, such as ...
The basic theory of spherical singular integrals is recapitulated. Criteria are given for measuring ...
The basic theory of spherical singular integrals is recapitulated. Criteria are given for measuring ...
We give a sufficient condition for a zonal function to be a strictly positive definite. A major resu...