The Wavelet Digest Homepage
Return to the homepage
Search the complete Wavelet Digest database
Help about the Wavelet Digest mailing list
About the Wavelet Digest
The Digest The Community
 Latest Issue  Back Issues  Events  Gallery
The Wavelet Digest
   -> Volume 5, Issue 7


Question: Wavelets and the nonlinear Schroedinger equation
 
images/spacer.gifimages/spacer.gif Reply into Digest
Previous :: Next  
Author Message
"Mariusz H. Jakubowski" (mj@cs.princeton.edu)
Guest





PostPosted: Tue Sep 03, 1996 9:39 pm    
Subject: Question: Wavelets and the nonlinear Schroedinger equation
Reply with quote

#18 Question: Wavelets and the nonlinear Schroedinger equation

I am trying to apply wavelets to the numerical solution of PDE's,
particularly the nonlinear Schroedinger equation (NLSE), in the hope
of less computation time than with traditional methods
(finite-difference and split-Fourier, for example). I was wondering
if anyone had applied any wavelet-based method to this equation, and
what the results were (even if the wavelet method wasn't a win).

I've implemented the "traveling wavelets" method of V. Perrier and
C. Basdevant, and I'm currently trying to apply it to the NLSE with
quadratic nonlinearity. It's hard to foresee whether this will work
well, however. If anyone had implemented this method for any
equation, I'd be particularly interested to hear about it.

Thanks,

-Mariusz H. Jakubowski
mj@cs.princeton.edu
http://www.cs.princeton.edu/~mj/

[Answer]
All times are GMT + 1 Hour
Page 1 of 1

 
Jump to: 
 


disclaimer - webmaster@wavelet.org
Powered by phpBB

This page was created in 0.023624 seconds : 18 queries executed : GZIP compression disabled