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 3, Issue 12

Preprint: Two preprints from B. Rubin available
images/spacer.gifimages/spacer.gif Reply into Digest
Previous :: Next  
Author Message

PostPosted: Mon Dec 02, 2002 1:17 pm    
Subject: Preprint: Two preprints from B. Rubin available
Reply with quote

Preprint: Two preprints from B. Rubin available

The following preprints of B.Rubin are available by anonimous ftp from
name: ftp Password: Directory: rubin

filename: wtr.tex


A general method for constructing continuous wavelet transforms is suggested.
Such transforms arise naturally as a result of special procedure of
analitycal continuation for analytic families of operators. As an example
the case of n-dimensional sphere in $R^{n+1}$ is considered.



A modification of Calderon's reproducing formula involving a finite Borel
measure is considered. This modification gives rise to wavelet type
representations of singular integral operators with constant coefficients on
a real line and clarifies conditions under which a reproducing formula
holds. Convergence of new representations in $L^p$-norm and almost everywhere
is studied. An algorithm of approximating initial function by a Calderon-type
construction with a perturbed data is suggested.

To print out these files, please, get also: definiti.tex, mathchar.tex and
vanilla.sty. The author would greatly appreciate any comments and information
related to possible applications.
All times are GMT + 1 Hour
Page 1 of 1

Jump to: 

disclaimer -
Powered by phpBB

This page was created in 0.025742 seconds : 18 queries executed : GZIP compression disabled