Convolution roots and differentiability of isotropic positive definite
functions on spheres

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Convolution roots and differentiability of isotropic positive definite functions on spheres

27 January 2012

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Papers citing "Convolution roots and differentiability of isotropic positive definite functions on spheres"

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Title
Asymptotics for isotropic Hilbert-valued spherical random fields Alessia Caponera 29 0 0 05 Dec 2022
The Turning Arcs: a Computationally Efficient Algorithm to Simulate Isotropic Vector-Valued Gaussian Random Fields on the $d$ -Sphere Alfredo Alegría Xavier Emery Christian Lantuéjoul 52 16 0 30 Mar 2020
$Modelling and simulation of multifractal star-shaped particles$ Modelling and simulation of multifractal star-shaped particles Alfredo Alegría 27 0 0 22 Jan 2019
Schoenberg coefficients and curvature at the origin of continuous isotropic positive definite kernels on spheres A. Arafat P. Gregori Emilio Porcu 30 12 0 06 Jul 2018
Modeling Temporally Evolving and Spatially Globally Dependent Data Emilio Porcu Alfredo Alegría Reinhard Furrer 43 82 0 28 Jun 2017
Asymmetric Matrix-Valued Covariances for Multivariate Random Fields on Spheres Alfredo Alegría Emilio Porcu Reinhard Furrer 29 8 0 23 Jun 2017
Covariance Functions for Multivariate Gaussian Fields Evolving Temporally over Planet Earth Alfredo Alegría Emilio Porcu Reinhard Furrer J. Mateu 45 39 0 21 Jan 2017
Derivatives of isotropic positive definite functions on spheres Mara Trubner J. Ziegel 17 16 0 22 Mar 2016
Gaussian Random Particles with Flexible Hausdorff Dimension L. V. Hansen T. Thorarinsdottir E. Ovcharov T. Gneiting Donald Richards 67 21 0 05 Feb 2015
From Fourier to Gegenbauer: Dimension walks on spheres Jochen Fiedler 47 1 0 27 Mar 2013
Strictly and non-strictly positive definite functions on spheres T. Gneiting 204 320 0 30 Nov 2011