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On monotone convolution and monotone infinite divisivility
release_7yebxklktzd6rb65i7jwzbq5gy
by
Takahiro Hasebe
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2010
Abstract
This article focuses on properties of monotone convolutions. A criterion for
infinite divisibility and time evolution of convolution semigroups are mainly
studied. In particular, we clarify that many analogues of the classical results
of Lévy processes hold such as characterizations of subordinators and
strictly stable distributions.
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1002.3430v1
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