Analytic Representation of Generalized Tempered Distributions by Wavelets
2001 Volume 37 Issue 2 Pages 141-149
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2001 Volume 37 Issue 2 Pages 141-149
The analytic representation of the generalized tempered distributions of exponential growth, \mathcal{K}pr', is given in terms of series of analytic wavelets. These series converge uniformly on compact subsets of the upper and lower half planes.
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Publications of the Research Institute for Mathematical Sciences, Kyoto University. Ser. A
