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In Section 4 we consider the uniqueness problem, which is important because ana- lytic functions can sometimes be represented by Laplace transforms of different h on disjoint
It is shown that when a commutative algebra is an algebra of C ∞ -functions on the C ∞ -manifold, the cohomology algebra of Poisson structure is iso- morphic to an algebra of
A proximal target is to test some special functions for the periodic model, and to study the behavior of the structures realized by the model..
Furthermore, for the classical compound Poisson model we consider some asymptotic formulae, as initial surplus tends to infinity, for the severity of ruin, which allow us to
In this subsection we shall extend the characterisation of distributions with non-negative De Pril transforms in terms of compound Poisson distributions from the univariate case to
It is shown that the (over-dispersed) Poisson model is not the same as the distribution-free chain ladder model of Mack (Distribution-free calculation of the standard error of
The issue is the relationship between the over-dispersed Poisson (ODP) model of Renshaw and Verrall (1998), the distribution-free stochastic model (DFCL) of Mack (1993) and
LH: Since Chinese to English translators play a very important role in the translation industry, do you think some of them may take the opportunity to manipulate the translated works?.
