Skip to content

Risk, Return, and Equilibrium: Empirical Tests

Why this mattered

Fama and MacBeth’s paper mattered because it turned the CAPM from an elegant equilibrium theory into a repeatable empirical research program. Their central contribution was methodological: the now-standard “Fama-MacBeth regression” separated the estimation of each asset’s market beta from the cross-sectional test of whether expected returns were related to those betas. This made it possible to test asset-pricing models with many securities while accounting for the fact that returns are noisy and correlations across assets can distort inference.

The paper also sharpened what counted as evidence for or against a risk-based theory of returns. Fama and MacBeth found support for a positive relation between average return and beta, and they tested whether other variables, such as residual risk or nonlinear beta terms, added explanatory power in ways inconsistent with the CAPM. Even where later work challenged the CAPM’s empirical adequacy, the paper established the template: estimate exposures, test whether those exposures are priced, and evaluate whether unexplained return patterns remain.

Its longer-run importance is that nearly all modern empirical asset pricing grew out of this design. The same logic underlies tests of multifactor models, including the Fama-French factors, momentum, liquidity, investment, profitability, and other proposed sources of priced risk or mispricing. After Fama and MacBeth, finance had a practical statistical machinery for asking whether a theory of risk and return actually described the cross-section of expected returns, which made both the rise of efficient-markets finance and the later anomaly literature empirically possible.

Abstract

Your use of the JSTOR archive indicates your acceptance of JSTOR's Terms and Conditions of Use, available at

Sources