2010RePEc: Research Papers in EconomicsRequires access

Poisson processes and compound Poisson processes in insurance management

Dominika Crnjac Milić

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Abstract

Some assumptions with respect to the number [N(t)]t>0 and the amount [Xi]i=1 of damages are introduced in the paper. It will be assumed that the average of the number of damages is a Poisson process, which leads to a compound Poisson process [S(t)]t>0 for the total damages.

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What this paper is about

Some assumptions with respect to the number [N(t)]t>0 and the amount [Xi]i=1 of damages are introduced in the paper. It will be assumed that the average of the number of damages is a Poisson process, which leads to a compound Poisson process [S(t)]t>0 for the total damages.

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Available abstract

Some assumptions with respect to the number [N(t)]t>0 and the amount [Xi]i=1 of damages are introduced in the paper. It will be assumed that the average of the number of damages is a Poisson process, which leads to a compound Poisson process [S(t)]t>0 for the total damages.

Key concepts: Damages, Compound Poisson process, Poisson distribution, Compound Poisson distribution, Poisson process, Poisson regression, Process (computing), Applied mathematics

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