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Published at December 3

Data dependent Moving Least Squares

math.NA

cs.NA

Released Date: December 3, 2024

Authors: David Levin, José M. Ramón¹, Juan Ruiz-Alvarez², Dionisio F. Yáñez¹

Aff.: ¹Departamento de Matemáticas. Universidad de Valencia, Valencia (Spain); ²Departamento de Matemática Aplicada y Estadística. Universidad Politècnica de Cartagena, Cartagena (Spain)

Arxiv: http://arxiv.org/pdf/2412.02304v1

$\omega(\,r)$	RBF
$e^{-r^{2}}$	Gaussian $C^{\infty}$	G
$\left(1+r^{2}\right)^{-1/2}$	Inverse MultiQuadratic $C^{\infty}$	IMQ
$e^{-r}$	Matérn $C^{0}$	M0
$e^{-r}\left(1+r\right)$	Matérn $C^{2}$	M2
$e^{-r}\left(3+3r+r^{2}\right)$	Matérn $C^{4}$	M4
$(1-r)^{2}_{+}$	Wendland $C^{0}$	W0
$(1-r)^{4}_{+}\left(4r+1\right)$	Wendland $C^{2}$	W2
$(1-r)^{6}_{+}\left(35r^{2}+18r+3\right)$	Wendland $C^{4}$	W4