时间零直接阿尔法:投资水平计算改进的技能评估

IF 1.1 4区 经济学 Q3 BUSINESS, FINANCE Journal of Portfolio Management Pub Date : 2023-06-10 DOI:10.3905/jpm.2023.1.508
Nick Keywork, Avi I Turetsky, Barry Griffiths
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引用次数: 0

摘要

本文介绍了时间零直接alpha方法,用于估计私人市场投资组合相对于基准的优异表现。据作者所知,这是第一个公开的方法,用于私人市场消除投资时机的影响,并以严格的方式适应具有不同基准的多种潜在投资,而不依赖于不可靠的启发式。正如本文所展示的,这些投资时机和不可观察的子投资组合权重随时间推移的问题会给相对业绩的估计增加有意义的噪声。这种方法建立在常用的直接alpha度量的基础上,用于比较私人市场回报和公共基准。作者认为,时间零直接alpha可以为私募市场分析师提供有价值的信息,为经理选择,投资组合构建和流动性计划。
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Time-Zero Direct Alpha: Investment-Level Calculations for Improved Skill Evaluation
This article introduces the time-zero direct alpha approach for estimating the outperformance of a private market investment portfolio relative to benchmark(s). To the authors’ knowledge, this is the first published method for private markets to remove the impact of investment timing and accommodate multiple underlying investments with distinct benchmarks in a rigorous manner, without relying on unreliable heuristics. As demonstrated in the article, these problems of investment timing and unobservable subportfolio weights over time can add meaningful noise to estimates of relative performance. This method builds upon the commonly used direct alpha measure for comparing private market returns to public benchmarks. The authors believe that time-zero direct alpha can give private market analysts valuable information for manager selection, portfolio construction, and liquidity planning.
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来源期刊
Journal of Portfolio Management
Journal of Portfolio Management Economics, Econometrics and Finance-Finance
CiteScore
2.20
自引率
28.60%
发文量
113
期刊介绍: Founded by Peter Bernstein in 1974, The Journal of Portfolio Management (JPM) is the definitive source of thought-provoking analysis and practical techniques in institutional investing. It offers cutting-edge research on asset allocation, performance measurement, market trends, risk management, portfolio optimization, and more. Each quarterly issue of JPM features articles by the most renowned researchers and practitioners—including Nobel laureates—whose works define modern portfolio theory.
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