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   -> Volume 2, Issue 7


Preprint: Wavelets on Closed Subsets of the Real Line
 
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PostPosted: Fri Nov 29, 2002 3:29 pm    
Subject: Preprint: Wavelets on Closed Subsets of the Real Line
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Preprint: Wavelets on Closed Subsets of the Real Line

The following preprint is available:

Wavelets on Closed Subsets of the Real Line

Lars Andersson, Nathan Hall, Bjorn Jawerth and Gunnar Peters

Abstract:
We construct orthogonal and biorthogonal wavelets on a given closed
subset of the real line. We also study wavelets satisfying certain types of
boundary conditions. We introduce the concept of ``wavelet probing",
which is closely related to our construction of wavelets. This
technique allows us to very quickly perform a number of different
numerical tasks associated with wavelets.

University of South Carolina, Industrial Mathematics Initiative,
Research Report 1993:2

To appear in "Topics in the Theory and Applications of Wavelets",
Larry L. Schumaker and Glenn Webb eds., Academic Press.

The postscript file is available through anonymous ftp to
maxwell.math.sc.edu, file /pub/imi_93/imi93_2.ps.
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