均值-方差投资者时间一致策略的承诺前问题

F. Cong, C. Oosterlee
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引用次数: 26

摘要

本文建立了时间一致性投资策略与预承诺投资策略之间的联系。我们定义了一个隐含的投资目标,它隐含地包含在给定时间步长和财富水平的时间一致策略中。通过将初始时间步长的隐含投资目标施加到时间一致策略上,我们形成了一种混合策略,该策略可以产生比时间一致策略更好的均值方差有效边界。我们扩展了Cong和Oosterlee (2016b)中提出的数值算法来解决有约束的时间一致均值方差优化问题。由于时间一致性策略和预承诺策略产生的终端财富分布不同,因此时间一致性策略并不总是劣于预承诺策略。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On Pre-Commitment Aspects of a Time-Consistent Strategy for a Mean-Variance Investor
In this paper, a link between a time-consistent and a pre-commitment investment strategy is established. We define an implied investment target, which is implicitly contained in a time-consistent strategy at a given time step and wealth level. By imposing the implied investment target at the initial time step on a time-consistent strategy, we form a hybrid strategy which may generate better mean-variance efficient frontiers than the time-consistent strategy. We extend the numerical algorithm proposed in Cong and Oosterlee (2016b) to solve constrained time-consistent mean-variance optimization problems. Since the time-consistent and the pre-commitment strategies generate different terminal wealth distributions, time-consistency is not always inferior to pre-commitment.
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