Open AccessWavelet=Galerkin discretization of hyperbolic equations
Author(s) -
Juan M. Restrepo,
G. K. Leaf
Publication year - 1994
Language(s) - English
Resource type - Reports
DOI - 10.2172/432435
Subject(s) - galerkin method , wavelet , discretization , mathematics , partial differential equation , discontinuous galerkin method , hyperbolic partial differential equation , mathematical analysis , physics , finite element method , computer science , artificial intelligence , thermodynamics
The relative merits of the wavelet-Galerkin solution of hyperbolic partial differential equations, typical of geophysical problems, are quantitatively and qualitatively compared to traditional finite difference and Fourier-pseudo-spectral methods. The wavelet-Galerkin solution presented here is found to be a viable alternative to the two conventional techniques
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