1. Interval estimation on the prespecified comparisons of mean vectors among heteroscedastic populations;Aoshima;Sci. Univ. Tokyo J. Math.,1991
2. Asymptotic distributions of quasi Wishart matrix and its latent roots in the heteroscedastic case;Aoshima;Sci. Univ. Tokyo J. Math.,1991
3. Multiple Comparisons among Mean Vectors in the Heteroscedastic Case;Aoshima,1992
4. In heteroscedastic simultaneous inference, the heteroscedastic method II (based on Healy's two-stage sampling) is more economical than the original HM (which is based on Chatterjee's two-stage sampling);Aoshima;Amer. J. Math. Management Sci.,1994
5. Healy's sample size of two-stage procedure in heteroscedastic simultaneous inference;Aoshima;Comm. Statist. Theory Methods,1994