kernel of the inverse wavelet transform

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1 total messages Started by David A Eliezer Fri, 22 Jan 1993 02:02

#178

Author: David A Eliezer
Date: Fri, 22 Jan 1993 02:02

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Does anyone know a characterization of the kernel of the
inverse wavelet transform?  Of particular interest is the
continuous wavelet transform, or, even better, the
semi-continuous one, in which the scale parameter is 
left continuous, but the translation parameter may be
discrete.  However, any information at all would be helpful,
even the fully discrete case.  
I am referring in particular to the affine 
group in 1 dimension, but two dimensions would also be 
interesting.  Any references to literature would be helpful,
otherwise this could be a long detour on my program of 
research.  Thanks for any help,

				Dave Eliezer
				eliezer@physics.llnl.gov

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