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On ruin probabilities with risky investments in a stock with stochastic volatility

机译:关于危险投资的破坏概率,随机波动性股票投资

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摘要

We investigate the asymptotic of ruin probabilities when the company combines the life- and non-life insurance businesses and invests its reserve into a risky asset with stochastic volatility and drift driven by a two-state Markov process. Using the technique of the implicit renewal theory we obtain the rate of convergence to zero of the ruin probabilities.
机译:当公司结合生命和非人寿保险业务时,我们调查破坏概率的渐近,并将其储备投入危险资产,随着两国马尔可夫进程驱动的随机波动和漂移。 使用隐式续展理论的技术,我们获得了毁灭概率的零的收敛速度。

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