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TIPS-based Equity Risk Premium Estimate

| | Posted in: Equity Premium

How can investors account for inflation expectations in estimating attractiveness of equities? In their March 2020 article entitled “The Equity Risk Premium: A Novel Perspective on the Past Fifty Years”, James White and Victor Haghani offer a perspective on stock market long-term (10-year) attractiveness based on Equity Risk Premium (ERP) calculated as the difference between:

  1. Cyclically adjusted earnings yield as the real expected long-term stock market return. This measure is the inverse of cyclically adjusted price-to-earnings ratio (CAPE, or P/E10); and,
  2. The yield on 10-year U.S. Treasury Inflation Protected Securities (TIPS) as the long-term risk-free return.

Using monthly values of P/E10 since 1970, modeled yield of 10-year TIPS until their initial issue in 1999 and actual yield of 10-year TIPS as issued thereafter, all through March 18, 2020, they find that:

  • As calculated above, ERP (see the chart below) is:
    • Relatively high during 1975-1982.
    • Relatively low during 1986-2008, bottoming in 2000.
    • Moderately attractive since 2009.
  • Current long-term return expectations for equities are relatively attractive, especially for global equities (in the top 20% of ERP values since 1970), consistent with above average allocation to stocks.

The following chart, taken from the article, tracks 10-year TIPS-based ERP since 1970. Its current value is in a relatively attractive range. 

In summary, U.S. and global ERPs are relatively attractive for long-term investors when calculated based on long-term TIPS.

Cautions regarding findings include:

  • The article does not include tests of: the usefulness of TIPS-based ERP as a stock market return predictor; or, any portfolio allocation strategies based on this variable.
  • There is modeling risk in estimating 10-year TIPS yield before availability of actual securities.
  • As noted in the article, the ERP estimation approach is long-term. It does not address short-term market fluctuations.

See also “Best Equity Risk Premium”.

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