The study of ruin probability for a double-type-insurance risk model
Shi Qi-yan
Abstract
Shi Qi-yan
Abstract
A kind of risk model is discussed,which is perturbed by interference when the number of premium income is a Poisson process and the claims are confined to Poisson process and negative binomial process.By the martingale approach and properties of surplus process,the formula and the Lundberg inequality of the ruin probability are obtained.
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A kind of risk model is discussed,which is perturbed by interference when the number of premium income is a Poisson process and the claims are confined to Poisson process and negative binomial process.By the martingale approach and properties of surplus process,the formula and the Lundberg inequality of the ruin probability are obtained.
Key concepts: Ruin theory, Martingale (probability theory), Poisson distribution, Mathematics, Zero-inflated model, Poisson process, Risk model, Compound Poisson process