AOSHIMA Makoto

Researcher's full information

Articles
  • Classification with a preassigned error rate when two cavariance matrices are equal
    Aoshima; M.; Srivastava; M.S.; +青嶋 誠
    数理解析研究所講究録/(1101)/p.83-95, 1999-01
  • A two-stage procedure for selecting the largest multinomial cell probability when nuisance cell is present
    Aoshima; M.; Chen; P.; +青嶋 誠
    Sequential Analysis/18(2)/p.143-155, 1999-01
  • Second-order properties of a two-stage fixed-size confidence region when the covariance matrix has a structure
    Aoshima; M.; Mukhopadhyay; N.; +青嶋 誠
    Commun. Statist. Theory and Methods/28(3&4)/p.839-855, 1999-01
  • Multivariate multistage methodologies for simultaneous all pairwise comparisons
    Mukhopadhyay; N.; Aoshima; M.; +青嶋 誠
    Metrika/47(3)/p.185-201, 1998-01
  • Fixed-width simultaneous confidence intervals for multinormal means in several intraclass correlation models
    Aoshima; M. Mukhopadhyay; N.; +青嶋 誠
    J. Multiv. Anal./66(1)/p.46-63, 1998-01
  • A two-stage procedure for fixed-size confidence region when covariance matrices have some structures
    Aoshima M.
    J. Japan Statist. Soc./28(1)/p.59-67, 1998-01
  • Bounded risk point estimation of a linear function of κ multinormal mean vectors
    Aoshima M.
    J. Japan Statist. Soc./28(2)/p.153-161, 1998-01
  • Multivariate Statistical Analysis in Honor of Professor Minoru Siotani, Vol. 3 (eds. with T. Hayakawa and K. Shimizu)
    Hayakawa; T.; Aoshima; M.; Shimizu; K.; +青嶋 誠
    *EMPTY*/17(1&2), 1997-01
  • Two-stage procedures for estimating a linear function of multinormal mean vectors
    Takada; Y.; Aoshima; M.; +青嶋 誠
    Sequential Analysis/16(4)/p.353-362, 1997-01
  • A note on robustness of two-stage procedure for a multivariate compounded normal distribution
    Aoshima; M.; Kano; Y.; +青嶋 誠
    Sequential Analysis/16(2)/p.175-187, 1997-01
  • Designing experiments for selecting an exponential population with a large location and a large scale
    Aoshima M.
    American Journal of Mathematical and Management Sciences/16(1-2)/p.229-249, 1996-01
  • Multivariate Statistical Analysis in Honor of Professor Minoru Siotani, Vol. 2 (eds. with T. Hayakawa and K. Shimizu)
    Hayakawa; T.; Aoshima; M.; Shimizu; K.; +青嶋 誠
    *EMPTY*/16(1&2), 1996-01
  • On a two-stage procedure for the difference of two normal mean vectors when covariance matrices are different
    Aoshima M.
    Proceeding of the Statistical Computing: Section of the American Statisfical Association/p.45-48, 1996-01
  • Two-stage procedures for the difference of two multinormal means with covariance matrices different only by unknown scalar multipliers
    Takada; Y. Aoshima; M.; +青嶋 誠
    Communications in Statistics : Theory and Methods/25(10)/p.2371-2379, 1996-01
  • An asymptotically optimal fixed-width confidence interval for the difference of two normal means
    Aoshima; M.; Hyakutake; H; Dudewicz; E.J.; +青嶋 誠
    Sequential Analysis/15(1)/p.61-70, 1996-01
  • Multivariate Statistical Analysis in Honor of Professor Minoru Siotani, Vol. 1 (eds. with T. Hayakawa and K. Shimizu)
    Hayakawa; T.; Aoshima; M.; Shimizu; K.; +青嶋 誠
    *EMPTY*/15(3&4), 1995-01
  • Fixed-size confidence regions for the multinormal mean in an intraclass correlation model
    Hyakutake; H.; Takada; Y.; Aoshima; M.; +青嶋 誠
    American Journal of Mathematical and Management Sciences/15(3-4)/p.291-308, 1995-01
  • Healy's sample size of two-stage procedure in heteroscedastic simultaneous inference
    Aoshima M.
    Communications in Statistics: Theory and Methods/23(5)/p.1297-1310, 1994-01
  • 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 sampling)
    Aoshima M.
    American Journal of Mathematical and Management Sciences/14(3-4)/p.167-196, 1994-01
  • Asymptotic distributions of quasi Wishart matrix and its latent roots in the heteroscedastic case
    Aoshima M.
    SUT Journal of Mathematics/27(2)/p.263-273, 1991-01
  • Interval estimation on the prespecified comparisons of mean vectors among heteroscedastic populations
    Aoshima M.
    SUT Journal of Mathematics/27(1)/p.113-126, 1991-01
  • Heteroscedastic discriminant analysis with a preassigned misclassification probability
    Aoshima; M.; Dudewicz; E.J.; Siotani; M.; +青嶋 誠
    American Journal of Mathematical and Management Sciences/11(3-4)/p.371-386, 1991-01
  • Simultaneous confidence intervals on double linear compounds of K population mean vectors in the heteroscedastic case
    Aoshima M.
    The Third Japan-China Symposium on Statistics/p.238-242, 1989-01
  • Interval estimations for some subsets of double linear compounds of mean vectors in the heteroscedastic case
    Aoshima; M.; Ojima; K.; Anami; Y.; +青嶋 誠
    Sut Journal of Mathematics/25(2)/p.143-159, 1989-01
  • Note on testing the goodness-of-fit for intraclass correlation model
    Siotani; M.; Aoshima; M.; +青嶋 誠
    Statistical Theory and Data Analysis II/p.409-419, 1988-01