Skip to content
Sagan

Paper

Approximating Whittle-Matern Fields over Discretized Manifolds

Unreadunread

AI summary

arXiv:2606. 13827v1 Announce Type: cross Abstract: Markovian Whittle-Mat'ern fields have been convergently approximated by discrete Gauss Markov Random Fields (GMRFs) with sparse precision matrices using a Finite Element approximation of the two-parameter family, [ (\kappa^2 - \Delta)^{\alpha/2} u = \mathcal{W}, ;; \kappa \in \mathbb{R}, ; \alpha \in \mathbb{N}.