Equity Risk Premium by Sector

An earnings yield minus Treasury yield premium, computed for the S&P 500 and its 11 GICS sectors. It is a cruder lens than the Damodaran DCF model behind Implied Equity Risk Premium.
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Market Median ERP
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Earnings yield − 10Y Treasury
10-Year Treasury Yield
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Risk-free rate used below
Highest-ERP Sector
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Median sector ERP
Lowest-ERP Sector
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Median sector ERP

Median equity risk premium by sector

Median (1 / trailing P/E) − 10-year Treasury yield, across each sector's constituents with a positive trailing P/E.

Market median ERP over time

One weekly snapshot at a time, so this chart is short until the page has run for a while.

Does the market actually price risk into the premium?

Each point is one stock. X is its Alpha Vantage-reported beta, Y is its equity risk premium. If risk is priced rationally, higher-beta stocks should sit at a higher ERP (positive slope).

Highest ERP

Cheapest earnings yield relative to the risk-free rate
SymbolSectorP/EERP
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Lowest ERP

Richest earnings yield relative to the risk-free rate
SymbolSectorP/EERP
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Full S&P 500

Trailing P/E, earnings yield, beta and equity risk premium for each S&P 500 company.
Show full list
Symbol Sector P/E▾ Earn. Yield▾ Beta▾ ERP▾
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Methodology

Data. The universe is the S&P 500. Alpha Vantage's COMPANY_OVERVIEW endpoint provides each company's trailing P/E and beta, and one TREASURY_YIELD call (10-year, monthly) provides the risk-free rate. Earnings yield is 1 / trailing P/E as a percentage, and equity risk premium here is earnings yield − 10-year Treasury yield. Companies with a zero or negative trailing P/E (trailing losses) are excluded. A negative P/E doesn't mean a negative earnings yield. It means the ratio isn't meaningful.

Versus Implied Equity Risk Premium. This is a much simpler measure than Implied Equity Risk Premium, which uses Aswath Damodaran's forward-looking FCFE/DCF model. What's used here is the "Fed model" comparison (trailing earnings yield vs. the long bond), which can be computed per sector and per stock from Alpha Vantage data. Damodaran's model gives a single market-wide number. The Fed model has known blind spots. It ignores growth expectations (a fast grower and a stagnant company with the same trailing P/E get the same premium), and it is sensitive to inflation, since Treasury yields move with inflation expectations but trailing earnings don't adjust the same way.

Beta vs. ERP. The scatter asks whether the market prices risk rationally: riskier (higher-beta) stocks should trade at a higher earnings yield, which would show as a positive relationship. A flat or negative one is common in practice, because high-beta growth names often carry rich P/Es because of their growth profile. Both a linear (Pearson) and a rank-based (Spearman) fit are shown, since one can mislead when the relationship isn't linear.

Refreshes weekly (Saturday). A trailing-P/E earnings yield only moves when a company reports new earnings or its price moves a lot, so a daily refresh would mostly be noise. Sector and company name come from each stock's COMPANY_OVERVIEW response, GICS-normalized the same way as Sector Beeswarm.