The Calculation of the Posterior Distribution of the Cell Means in a Two‐Way Unbalanced Manova

Donald B. Rubin and T. W. F. Stroud

Journal of the Royal Statistical Society Series C, 1977, vol. 26, issue 1, 60-66

Abstract: When the prior distributions for the grand mean, row effects, column effects and interaction effects are all independent, the posterior expectation and covariance matrix of the cell means (under a Gaussian model with known error covariance matrix) in a two‐way manova may be obtained via a special matrix inversion technique which offers a great saving in storage and computation time. A Fortran program is available.

Date: 1977
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