Search
for Topics
All Reviews
Browse All Reviews
>
Mathematics Of Computing (G)
>
Numerical Analysis (G.1)
>
Partial Differential Equations (G.1.8)
> Spectral Methods (G.1.8...)
Options:
All Media Types
Journals
Proceedings
Div Books
Whole Books
Other
Date Reviewed
Title
Author
Publisher
Published Date
Descending
Ascending
17 of 7 Reviews about "
Spectral Methods (G.1.8...)
":
Date Reviewed
Spectral methods: algorithms, analysis and applications
Shen J., Tang T., Wang L., Springer Publishing Company, Incorporated, New York, NY, 2011. 486 pp. Type: Book (9783540710400)
Differential equations arise in various branches of science and engineering, such as fluid and solid mechanics, biology, material sciences, economics, ecology, and computer science. Some wellknown examples include the NavierStokes eq...
Jan 10 2013
Efficient spectral and pseudospectral algorithms for 3D simulations of whistlermode waves in a plasma
Gumerov N., Karavaev A., Surjalal Sharma A., Shao X., Papadopoulos K. Journal of Computational Physics 230(7): 26052619, 2011. Type: Article
The simulation of whistler waves in cold electron plasma is the main subject of this wellwritten, comprehensive paper. Gumerov et al. consider waves generated by loop antennas, as well as spheromaklike stationary waves. The solution ...
Sep 7 2011
Numerical convergence study of nearly incompressible, inviscid TaylorGreen vortex flow
Shu C., Don W., Gottlieb D., Schilling O., Jameson L. Journal of Scientific Computing 24(1): 569595, 2005. Type: Article
The existence of nonlinear instability was first noted by Phillips in 1956 [1], in the context of general circulation of the atmosphere. Phillips [2] later discovered that the cause of the instability was aliasing. The spurious growth ...
Mar 11 2008
An efficient numerical spectral method for solving the Schrödinger equation
Rawitscher G., Koltracht I. Computing in Science and Engineering 7(6): 5866, 2005. Type: Article
Rawitscher and Koltracht present a readily accessible introduction to the spectral method and its applications to solving boundary value problems. They proceed to demonstrate their ideas in the context of examples, first for approximat...
Apr 18 2006
Spectral discretizations of the Stokes equations with non standard boundary conditions
Bernard J. Journal of Scientific Computing 20(3): 355377, 2004. Type: Article
The approximation of a nonstandard Stokes problem using spectral methods is discussed in this paper. In this problem, in addition to the pressure being assigned on a part of the boundary, the tangential vorticity is given, on another p...
Nov 1 2004
The spectral signal processing suite
Sarra S. ACM Transactions on Mathematical Software 29(2): 195217, 2003. Type: Article
A Java software package that applies Chebyshev polynomials to approximate piecewise smooth functions with discontinuities is covered in this paper. The package is an implementation of the Gegenbauer reconstruction procedure (GRP) and e...
Sep 24 2003
Adaptive solution of partial differential equations in multiwavelet bases: how to write them and why
Alpert B., Beylkin G., Gines D., Vozovoi L. Journal of Computational Physics 182(1): 149190, 2002. Type: Article
Considered in this paper are the vector spaces of multiwavelets, functions defined on a small support, which are refined by halving intervals. A good history of past papers is presented to get the reader up to speed. By choosing basis ...
Jul 3 2003
Display
5
10
15
25
50
100
per page
Reproduction in whole or in part without permission is prohibited. Copyright 19992024 ThinkLoud
^{®}
Terms of Use

Privacy Policy