主动、被动和因子组合优化的实际应用:去除特设步骤

Roger Aliaga-Dı́az, Giulio Renzi-Ricci, Ankul Daga, H. Ahluwalia
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引用次数: 0

摘要

Vanguard Group的Roger Aliaga-Diaz、Giulio Renzi-Ricci、Ankul Daga和Harshdeep Ahluwalia在《投资组合管理杂志》(the Journal of Portfolio Management) 2020年3月号的《主动、被动和因素的投资组合优化:去除特设步骤》一文中讨论了一种更精简的优化投资组合的方法。他们提出了一个量化的资产配置框架,该框架结合了主动、被动和要素策略,并提出了一个效用优化模型,该模型可以在这三个维度的投资中同时分配资产。他们的方法将投资组合优化压缩为一步,将投资者的风险承受能力整合到资产配置中。该模型结合了投资者的风险偏好,这些偏好是由主动、被动和因素投资回报所固有的不确定性所形成的。通过澄清投资者的决策,这种方法引导他们远离临时的投资组合配置,并允许他们更审慎地定制自己的投资组合。作者强调了实际应用,包括如何使用该方法以低成本因素策略替代高成本主动策略,并创建与投资者不同风险阈值相一致的因素倾斜投资组合。主题:个体因素/风险溢价分析、基于因素的模型、投资组合理论、投资组合构建
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Practical Applications of Portfolio Optimization with Active, Passive, and Factors: Removing the Ad Hoc Step
In Portfolio Optimization with Active, Passive, and Factors: Removing the Ad Hoc Step, from the March 2020 issue of The Journal of Portfolio Management, Roger Aliaga-Diaz, Giulio Renzi-Ricci, Ankul Daga, and Harshdeep Ahluwalia, all with The Vanguard Group, discuss a more streamlined way to optimize portfolios. They present a quantitative asset-allocation framework that incorporates active, passive, and factor strategies—and propose a utility optimization model that concurrently allocates assets among investments in these three dimensions. Their approach condenses portfolio optimization into one step that integrates investors’ risk tolerance into asset allocation. The model incorporates investor risk preferences shaped by the uncertainties inherent with active, passive, and factor investment returns. By clarifying investors’ decision-making, this approach steers them away from ad hoc portfolio allocations and permits them to customize their portfolios more deliberately. The authors highlight practical applications, including how the approach can be used to substitute lower-cost factor strategies for higher-cost active strategies and to create factor-tilted portfolios aligned with investors’ varying risk thresholds. TOPICS: Analysis of individual factors/risk premia, factor-based models, portfolio theory, portfolio construction
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