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Nash Equilibrium Strategy for a DC Pension Plan with State-Dependent Risk Aversion: A Multiperiod Mean-Variance Framework

机译:具有国家风险规避的DC养老金计划的纳什均衡策略:多期均值-方差框架

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This paper investigates a defined contribution (DC) pension plan investment problem during the accumulation phase under the multiperiod mean-variance criterion. Different from most studies in the literature, where the investor’s risk aversion attitude is state-independent, we choose a state-dependent risk aversion parameter, which is a fractional function of the current wealth level. Moreover, we incorporate the wage income factor into our model, which leads to a more complicated problem than the portfolio selection problems that appeared in relevant papers. Due to the time inconsistency of the resulting problem, we derive the explicit expressions for the equilibrium strategy and the corresponding equilibrium value function by adopting the game theoretic framework and using the extended Bellman equation. Further, two special cases are discussed. Finally, based on real data from the American market, some prominent features of the equilibrium strategy established in our theoretical derivations are provided by comparing them with the results in the existing literature.
机译:本文研究了基于多期均值-方差准则的累积阶段的定额供款(DC)养老金计划投资问题。与文献中的大多数研究不同,投资者的风险规避态度是与状态无关的,我们选择的是与状态有关的风险规避参数,它是当前财富水平的分数函数。此外,我们将工资收入因素纳入我们的模型,这导致了比相关论文中出现的投资组合选择问题更复杂的问题。由于所产生问题的时间不一致,我们采用博弈论框架并使用扩展的Bellman方程,得出了均衡策略和相应均衡值函数的显式表达式。此外,讨论了两种特殊情况。最后,根据来自美国市场的真实数据,通过将其与现有文献中的结果进行比较,提供了我们理论推导中建立的均衡策略的一些突出特征。

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