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The Turning Arcs: a Computationally Efficient Algorithm to Simulate Isotropic Vector-Valued Gaussian Random Fields on the $d$-Sphere

The Turning Arcs: a Computationally Efficient Algorithm to Simulate Isotropic Vector-Valued Gaussian Random Fields on the dd-Sphere

Alfredo Alegría
Xavier Emery
Christian Lantuéjoul
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Papers citing "The Turning Arcs: a Computationally Efficient Algorithm to Simulate Isotropic Vector-Valued Gaussian Random Fields on the $d$-Sphere"

2 / 2 papers shown
Title
Computationally Efficient Algorithms for Simulating Isotropic Gaussian Random Fields on Graphs with Euclidean Edges
Computationally Efficient Algorithms for Simulating Isotropic Gaussian Random Fields on Graphs with Euclidean Edges
Alfredo Alegría
Xavier Emery
Tobia Filosi
Emilio Porcu
43
0
0
26 Apr 2024
Karhunen-Loève Expansions for Axially Symmetric Gaussian Processes: Modeling Strategies and $L^2$ Approximations
Karhunen-Loève Expansions for Axially Symmetric Gaussian Processes: Modeling Strategies and L2L^2 Approximations
Alfredo Alegría
F. Cuevas-Pacheco
13
5
0
03 Jul 2020