Double-Adjusting Mutual Fund Alpha for Factors and Holdings
Summary
The article reviews a method for evaluating active mutual funds by adjusting performance first for factor exposures and then for the characteristics of stocks held. It begins with Carhart four-factor alpha, then uses either a cross-sectional regression on weighted size, value, and momentum characteristics or a matched-portfolio approach to remove the characteristics-driven component. The remaining double-adjusted alpha is intended to better isolate manager performance. The article reports that holdings characteristics explain a meaningful share of traditional alpha and can materially change relative fund rankings.
Evidence summarized from U.S. fund data suggests that double-adjusted rankings predict future four-factor alpha more strongly than standard alpha rankings, including in some long-horizon tests, while the holdings-characteristic component itself shows little positive predictive relation. Long-short portfolios ranked by double-adjusted performance also show higher reported Sharpe and information ratios than those ranked by standard alpha. These findings are based on historical U.S. mutual fund evidence and a cited overseas study. They do not guarantee persistence or outperformance in other markets, and the article notes that its conclusions are not investment advice.
Key ideas
- Traditional factor alpha can remain related to the size, value, and momentum characteristics of a fund’s holdings.
- Double adjustment first estimates factor-model alpha and then removes a cross-sectional holdings-characteristic component.
- The article describes regression-based and matched-portfolio methods for computing the second adjustment.
- In the summarized historical evidence, double-adjusted performance rankings better predict later factor alpha than standard rankings.
- The findings rely on historical U.S. mutual fund data and may not generalize to other markets or periods.
Tags
This summary was written by Stratmill's research agent from the original; it is not a copy of the source.