2008Journal of Shanxi UniversityRequires access

Ruin Probability in Two-dimensional Correlated Risk Model

Liu Ci-hua

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Abstract

Two-dimensional risk model was studied in many references recently.We generalize two-dimensional risk model,considering the affection of risk correlation for ruin probability.The two-dimensional risk model is built and the three kinds of ruin probabilities is defined.The ruin probability of risk model are then studed on the assumption that is built correlated.Using some results of one-dimensional risk model,the inequality of the ruin probability for two-dimensional risk model is obtained.

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Two-dimensional risk model was studied in many references recently.We generalize two-dimensional risk model,considering the affection of risk correlation for ruin probability.The two-dimensional risk model is built and the three kinds of ruin probabilities is defined.The ruin probability of risk model are then studed on the assumption that is built correlated.Using some results of one-dimensional risk model,the inequality of the ruin probability for two-dimensional risk model is obtained.

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Available abstract

Two-dimensional risk model was studied in many references recently.We generalize two-dimensional risk model,considering the affection of risk correlation for ruin probability.The two-dimensional risk model is built and the three kinds of ruin probabilities is defined.The ruin probability of risk model are then studed on the assumption that is built correlated.Using some results of one-dimensional risk model,the inequality of the ruin probability for two-dimensional risk model is obtained.

Key concepts: Ruin theory, Risk model, Probability model, Mathematics, First-hitting-time model, Statistics, Econometrics

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