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风险平价、最大分散化和最小方差:一个分析视角

Risk Parity, Maximum Diversification,and Minimum Variance: An Analytic Perspective

The Journal of Portfolio Management · 2013
被引 116 · 同刊同年前 2%
人大 BABS 3

中文导读

推导了风险平价、最大分散化和最小方差组合的解析解,揭示了系统性风险和特质风险如何影响资产权重,并指出风险平价组合包含所有可投资资产,而其他组合可能排除部分资产。

Abstract

Analytic solutions to risk parity, maximum diversification, and minimum variance portfolios provide useful perspectives about their construction and composition. Individual asset weights depend on both systematic and idiosyncratic risk in all three risk-based portfolios, but systematic risk eliminates many investable assets in long-only, constrained, maximum-diversification, and minimum-variance portfolios. On the other hand, risk-parity portfolios include all investable assets, and idiosyncratic risk has little effect on weight magnitude. The algebraic forms for optimal asset weights derived in this article yield generalizable properties of risk-based portfolios, in contrast to empirical simulations that employ a specific set of historical returns, proprietary risk models, and multiple constraints. These analytic solutions reveal precisely how various kinds of predicted risk affect the relative magnitude of security weights in each type of risk-based portfolio construction. <b>TOPICS:</b>Portfolio construction, portfolio theory, volatility measures

投资组合构建投资组合理论波动率度量风险管理