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Effect of Supplementary Premium on the Optimal Portfolio Policy in a Defined Contribution Pension Scheme with Refund of Premium Clauses

机译:附带保费条款的已确定供款养老金计划中补充保费对最优投资组合政策的影响

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In this paper, we studied the effect of supplementary premium on the optimal portfolio policy in a defined contribution (DC) pension scheme with refund of premium clauses. This refund clause allows death members’ next of kin to withdraw their relative’s accumulated wealth during the accumulation period. The supplementary premium is to help sustain the scheme and is assumed to be stochastic. We considered cases when the remaining wealth is equally distributed and when it is not equally distributed among the remaining members. Next, we considered investments in cash and equity to help increase the remaining accumulated funds to meet up with the retirement needs of the remaining members and composed the problem as a continuous time mean-variance stochastic optimal control problem using the actuarial symbol and established an optimization problem from the extended Hamilton Jacobi Bellman equations. The optimal portfolio policy, the corresponding optimal fund size for the two assets and also the efficient frontier of the pension members for the two cases was obtained. Furthermore, the numerical simulations of the optimal portfolio policies with time were presented and the effect of the supplementary premium on the optimal portfolio policy was discussed and observed that the supplementary premium decreases the optimal portfolio policy of the risky asset (equity). Secondly we observed a disparity between the optimal policies for the two cases.
机译:在本文中,我们研究了有保费条款退还的定额供款(DC)养老金计划中补充保费对最优投资组合政策的影响。该退款条款允许死亡成员的近亲在积累期间提取其亲属的积累财富。补充保费是为了帮助维持该计划,并且被认为是随机的。我们研究了剩余财富平均分配且剩余成员之间分配不均的情况。接下来,我们考虑了现金和股票投资,以帮助增加剩余的累积资金以满足剩余成员的退休需求,并使用精算符号将该问题组合为连续时间均方差随机最优控制问题,并进行了优化来自扩展的Hamilton Hamilton Jacobi Bellman方程的问题。获得了最优投资组合政策,两种资产相应的最优基金规模以及两种情况下养老金成员的有效边界。此外,给出了最优投资组合策略随时间的数值模拟,并讨论了补充溢价对最优投资组合策略的影响,并观察到补充溢价降低了风险资产(权益)的最优投资组合策略。其次,我们观察到两种情况下最优政策之间的差异。

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