Abstract
We investigate the quasiasymptotics of exponential distributions at a point or infinity via its multiresolution expansion. We also analyse the boundedness of the wavelet transform and wavelet coefficients of quasiasymptotically bounded exponential distributions.
Citation
Byung Keun Sohn. "Quasiasymptotics in exponential distributions by wavelet analysis." Nihonkai Math. J. 23 (1) 39 - 47, 2012.
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