Conference
An Adaptive Multilevel Wavelet Solver for Elliptic Equations on an Optimal Spherical Geodesic Grid
Abstract
An adaptive multilevel wavelet solver for elliptic equations on an optimal spherical geodesic grid is developed. The method is based on second-generation spherical wavelets on almost uniform optimal spherical geodesic grids. It is an extension of the adaptive multilevel wavelet solver [O. V. Vasilyev and N. K.-R. Kevlahan, J. Comput. Phys., 206 (2005), pp. 412431] to curved manifolds. Wavelet decomposition is used for grid adaption and …
Authors
Mehra M; Kevlahan NK-R
Volume
30
Pagination
pp. 3073-3086
Publisher
Society for Industrial & Applied Mathematics (SIAM)
Publication Date
1 2008
DOI
10.1137/070689607
Conference proceedings
SIAM Journal on Scientific Computing
Issue
6
ISSN
1064-8275