Facilitating Portfolio Construction Using Ex-Ante Information Ratios and Maximum Sharpe Ratios

Investors should consider Sharpe ratios and correlations together when adding a new fund to their existing portfolio. The ex-ante information ratio (also known as the appraisal ratio) is effective in informing this decision. However, a maximum Sharpe ratio calculation is equally effective in this decision while providing the additional benefit of producing optimal portfolio weights for the combined portfolio. In this article, we demonstrate how to compute these measures to help facilitate portfolio construction.

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Publication Details

Journal
˜The œjournal of wealth management
Published
2025-09-25
DOI
https://doi.org/10.3905/jwm.2025.1.282
Citations
1
Primary Topic
Reservoir Engineering and Simulation Methods
Type
article
Field-Weighted Citation Impact
1.15
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article

Facilitating Portfolio Construction Using Ex-Ante Information Ratios and Maximum Sharpe Ratios

Joseph Farizo, Tom Arnold, David S. North
1 citations
˜The œjournal of wealth management
Reservoir Engineering and Simulation Methods
1.15
article

Facilitating Portfolio Construction Using Ex-Ante Information Ratios and Maximum Sharpe Ratios

Joseph Farizo, Tom Arnold, David S. North
article en
1 citations

Abstract

Investors should consider Sharpe ratios and correlations together when adding a new fund to their existing portfolio. The ex-ante information ratio (also known as the appraisal ratio) is effective in informing this decision. However, a maximum Sharpe ratio calculation is equally effective in this decision while providing the additional benefit of producing optimal portfolio weights for the combined portfolio. In this article, we demonstrate how to compute these measures to help facilitate portfolio construction.

˜The œjournal of wealth managementVol. 28(3)
University of Richmond (US)
Openalex Percentile: Top 18%
Reservoir Engineering and Simulation Methods
1.15
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