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Optimal Dividend Pay-outs in a Regime Switching Model with Bounded Rate

机译:有边界利率的制度转换模型中的最优股利支付

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In this note, we consider the optimal dividend payment strategy in regime-switching model under the bounded dividend rate restriction. The surplus of the insurance company is modelled as a regime switching Brownian motion, which has the drift and volatility from two-states Markov process control. The objective is to find the dividend policy which maximizes the expected total discounted dividend pay-outs until the time of bankruptcy. We derive the Hamilton-JacobiBellman equation and closed form solution for the problem. Finally, a numerical simulation is presented to characterize the behavior of the optimal dividend payment strategy.
机译:在本说明书中,我们考虑了根据有界股息率限制的政权交换模型中的最佳股息策略。保险公司的盈余被建模为一个政权切换布朗运动,其具有两国马尔可夫过程控制的漂移和波动。目的是找到股息政策,以最大化预期的总折扣股息支付支付,直到破产时间。我们派生了汉密尔顿 - 雅各比尔人方程和封闭式解决问题。最后,提出了数值模拟以表征最佳股息支付策略的行为。

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