Flyer, Natasha - Scientific Computing Division, National Center for Atmospheric Research

Advanced Search

Flyer, Natasha - Scientific Computing Division, National Center for Atmospheric Research

A Hybrid Radial Basis Function -Pseudospectral Method for Thermal Convection in a 3D Spherical Shell
This article appeared in a journal published by Elsevier. The attached copy is furnished to the author for internal non-commercial research
A RADIAL BASIS FUNCTION METHOD FOR THE SHALLOW WATER EQUATIONS ON A SPHERE
A Hybrid Analytical-Numerical Method for Solving Evolution Partial Differential Equations.
Submitted to the Annals of Applied Statistics INTERPOLATING FIELDS OF CARBON MONOXIDE
Journal of Computational Physics 153, 625 (1999) Article ID jcph.1999.6271, available online at http://www.idealibrary.com on
THE CONVERGENCE OF SPECTRAL AND FINITE DIFFERENCE METHODS FOR INITIAL-BOUNDARY VALUE PROBLEMS
Accurate numerical resolution of transients in initial-boundary value problems for the heat equation
Radial basis functions: Developments and applications to planetary scale flows Natasha Flyer a,*, Bengt Fornberg b
Magnetic-Field Confinement in the Solar Corona. I. Force-Free Magnetic Fields
A NUMERICAL IMPLEMENTATION OF FOKAS BOUNDARY INTEGRAL APPROACH: LAPLACE'S EQUATION ON A
ACCURACY OF RADIAL BASIS FUNCTION INTERPOLATION AND DERIVATIVE APPROXIMATIONS ON 1D INFINITE GRIDS
NATASHA FLYER -CURRICULUM VITAE Institute for Mathematics Applied to Geosciences Phone: (303) 497-1292
THE GIBBS PHENOMENON FOR RADIAL BASIS FUNCTIONS BENGT FORNBERG AND NATASHA FLYER
The Topological Nature of Boundary-Value Problems for Force-Free Magnetic Fields
ON THE NATURE OF INITIAL-BOUNDARY VALUE SOLUTIONS FOR DISPERSIVE EQUATIONS
The dependence of the helicity bound of force-free magnetic fields on boundary conditions
MATHEMATICS OF COMPUTATION Volume 67, Number 224, October 1998, Pages 16011616