使用最低可接受年度提款和完美提款率规则

Q4 Economics, Econometrics and Finance
A. Clare, James Seaton, Peter N. Smith, Stephen H. Thomas
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引用次数: 0

摘要

本文展示了如何使用完美提款率的概念,根据不断变化的收益和(可能)与顾问的对话,使用历史回报字符串和蒙特卡罗模拟,逐年量化适当的退休提款金额。作者展示了“字符串”方法在实践中如何优于蒙特卡罗(即更“现实”)。随着信息的更新,首选的提款策略是“自适应的”,他们建议的成功衡量标准是提款策略相对于目标提款金额的表现如何,这很可能是退休人员和顾问讨论时选择的,并被标记为最低可接受的年度提款率。作者认为,这提供了一个非常简单,实用,直观吸引人的衡量成功的投资组合的表现,在累积的背景下。他们还讨论了在这种情况下延迟和递延年金的使用,以及相关的目标剩余财务金额。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using the Minimum Acceptable Annual Withdrawal with the Perfect Withdrawal Rate Rule
This article shows how to use the concept of Perfect Withdrawal Rates to quantify appropriate retirement withdrawal amounts year by year based on changing returns and (probably) in conversation with an adviser, using both historical strings of returns and Monte Carlo simulations. The authors show how the ‘strings’ approach is superior (i.e., more ‘realistic’) in practice to Monte Carlo. The preferred withdrawal strategy is ‘adaptive’ as information is updated, and their suggested measure of success is how well a withdrawal strategy performs against a targeted withdrawal financial amount, most likely chosen in discussion between a retiree and an advisor, and which is labeled as the minimum acceptable annual withdrawal (MAAW) rate. The authors suggest that this offers a very simple, practical, and intuitively appealing measure of success for the performance of portfolios in the decumulation context. They also discuss the use of delayed and deferred annuities in this context, as well as the associated target residual financial sum.
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来源期刊
Journal of Retirement
Journal of Retirement Economics, Econometrics and Finance-Finance
CiteScore
0.80
自引率
0.00%
发文量
27
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