CAVenus / GRS-test-statistic-for-asset-pricing

GRS test statistic for asset pricing

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GRS

This function computes the Gibbons, Ross, and Shanken (1989) test statistic. The null hypothesis of the GRS test is that all the intercepts in the time-series regressions vanish jointly. The function returns the F-statistic and its associated p-value. Call as follows:

F, pVal = GRS(alpha, resids, mu)

where alpha is an Nx1 vector of intercepts of the time-series regressions, resids is a TxN matrix of residuals of the same, and mu is a TxL matrix of factor returns. So we are assuming we have N assets, L factors, and T time points of observed returns.

Gibbons, Michael R., Stephen A. Ross, and Jay Shanken. "A test of the efficiency of a given portfolio." Econometrica: Journal of the Econometric Society (1989): 1121-1152.

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GRS test statistic for asset pricing


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