2008Journal of Northwest UniversityRequires access

On the ruin probabilities of a bidimensional perturbed risk model

Pengjiang Guo

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Abstract

Aim To study some recent works and the ruin probabilities of a bidimensional perturbed insurance risk model.Methods For the case of light-tailed claims,the infinite-time ruin probability of a Lundberg-type bound.Results The martvngale technique is used for the infinite-time ruin probability.Conclusion Ruin theory under multi-dimensional risk models,it has far-reaching significance in theory and practice.

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Aim To study some recent works and the ruin probabilities of a bidimensional perturbed insurance risk model.Methods For the case of light-tailed claims,the infinite-time ruin probability of a Lundberg-type bound.Results The martvngale technique is used for the infinite-time ruin probability.Conclusion Ruin theory under multi-dimensional risk models,it has far-reaching significance in theory and practice.

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Available abstract

Aim To study some recent works and the ruin probabilities of a bidimensional perturbed insurance risk model.Methods For the case of light-tailed claims,the infinite-time ruin probability of a Lundberg-type bound.Results The martvngale technique is used for the infinite-time ruin probability.Conclusion Ruin theory under multi-dimensional risk models,it has far-reaching significance in theory and practice.

Key concepts: Ruin theory, Risk model, First-hitting-time model, Mathematics, Type (biology), Upper and lower bounds, Mathematical economics, Applied mathematics

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