Results 1 to 10 of about 30,725 (253)
On the accuracy of multivariate compound Poisson approximation [PDF]
We present multivariate generalizations of some classical results on the accuracy of Poisson approximation for the distribution of a sum of 0–1 random variables. A multivariate generalization of Bradley's theorem (Michigan Math. J.
S Y Novak
exaly +6 more sources
Compound Poisson Approximation and Testing for Gene Clusters with Multigene Families [PDF]
International audienceWe present in this article a compound Poisson approximation for computing probabilities involved in significance tests for conserved genomic regions between different species.
Pierre Pontarotti
exaly +4 more sources
Let $X_1,X_2,...,X_n$ be a sequence of independent or locally dependent random variables taking values in $\mathbb{Z}_+$. In this paper, we derive sharp bounds, via a new probabilistic method, for the total variation distance between the distribution of ...
Eutichia Vaggelatou
exaly +3 more sources
Comparing Compound Poisson Distributions by Deficiency: Continuous-Time Case
In the paper, we apply a new approach to the comparison of the distributions of sums of random variables to the case of Poisson random sums. This approach was proposed in our previous work (Bening, Korolev, 2022) and is based on the concept of ...
Vladimir Bening, Victor Korolev
doaj +1 more source
A Deep Neural Network Approach to Solving for Seal’s Type Partial Integro-Differential Equation
In this paper, we study the problem of solving Seal’s type partial integro-differential equations (PIDEs) for the classical compound Poisson risk model.
Bihao Su, Chenglong Xu, Jingchao Li
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Julius Kruopis – the pioneer of applied statistics in Lithuania
Julius Kruopis was born on 21.02.1941 in Utena district. In 1963 he graduated from Vilnius University, Faculty of Physics and Mathematics. In 1964–1966 he worked as a trainee lecturer at the Department of Probability Theory and Number Theory of the ...
Vilijandas Bagdonavičius +3 more
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Approximations for sums of three-valued 1-dependent symmetric random variables
The sum of symmetric three-point 1-dependent nonidentically distributed random variables is approximated by a compound Poisson distribution. The accuracy of approximation is estimated in the local and total variation norms.
Gabija Liaudanskaitė +1 more
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Constructions for Clumps Statistics. [PDF]
We consider a component of the word statistics known as clump; starting from a finite set of words, clumps are maximal overlapping sets of these occurrences. This object has first been studied by Schbath with the aim of counting the number of occurrences
Frédérique Bassino +3 more
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Under the Bayesian framework, this study proposes a Tweedie compound Poisson partial linear mixed model on the basis of Bayesian P-spline approximation to nonparametric function for longitudinal semicontinuous data in the presence of nonignorable missing
Zhenhuan Wu, Xingde Duan, Wenzhuan Zhang
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MANAGING HEART RELATED DISEASE RISKS IN BPJS KESEHATAN USING COLLECTIVE RISK MODELS
BPJS Kesehatan is a legal entity established to administer the health service program using the insurance system. Heart related diseases is a disease with the largest coverage cost in Indonesia.
Gede Ary Prabha Yogesswara +2 more
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