COMPUTER SCIENCE MONOGRAPHS

A Publication of The Institute of Statistical Mathematics

The series of Computer Science Monographs publishes the statistical software and the articles on computer applications originating at The Institute of Statistical Mathematics. All communications relating to this publication should be addressed to the Editorial Office, The Institute of Statistical Mathematics, 4-6-7 Minami-Azabu, Minato-ku, Tokyo 106-8569, Japan.

List of Computer Science Monographs

  1. Personal Use of Mini-computer

    by M. Isida ( June 1973 )
  2. EDIT, A Line Editor

    by N. Niki ( Jan. 1974 )
  3. An Implementation of L^6

    by T. Ozaki ( Feb. 1974 )
  4. Computer Program Series I of Multidimensional Quantification Method

    by F. Hayashi ( Nov. 1974 )
  5. TIMSAC-74, A Time Series Analysis and Control Program Package-(1)

    by H. Akaike, E. Arahata and T. Ozaki ( Mar. 1975 ) 2nd Ed. ( Mar. 1989 )
  6. TIMSAC-74, A Time Series Analysis and Control Program Package-(2)

    by H. Akaike, E. Arahata and T. Ozaki ( Feb. 1976 ) 2nd Ed. ( Mar. 1989 )
  7. A Graphic Display System-(1), Hardware and Basic Library for Graphics

    by N. Niki( Mar. 1976 )
  8. BASIC Programs for Education of Statistics

    by M. Isida ( Feb. 1977)
  9. GALTHY, A Probability Density Estimator

    by H. Akaike and E. Arahata ( Feb. 1978 )
  10. Numerical Tables of the Queueing Systems I:E_k/E_2/s

    by H. Sakasegawa ( Mar. 1978 )
  11. TIMSAC-78

    by H. Akaike, G. Kitagawa, E. Arahata and F. Tada ( Feb. 1979 ) 2nd Ed. ( Mar. 1988 )
  12. Coefficients of Zonal Polynomials of Order Two

    by T. Sugiyama ( Mar. 1979 )
  13. BAYSEA, A Bayesian Seasonal Adjustment Program

    by H. Akaike and M. Ishiguro ( Feb. 1980 )
  14. CATDAP, A Categorical Data Analysis Program Package

    by K. Katsura and Y. Sakamoto ( Apr. 1980 )
  15. OUTLAP, An Outlier Analysis Program

    by G. Kitagawa ( Aug. 1980 )
  16. APL Programmes for Canonical Correlation Analysis of Categorical Data

    by N. Niki ( Feb. 1981 )
  17. NOLLS1, A Fortran Subroutine for Nonlinear Least Squares by a Quasi-Newton Method

    by K. Tanabe and S. Ueda ( Mar. 1981 )
  18. A Program Package for Drawing Graphs with an X-Y Plotter

    by E. Arahata ( Mar. 1982 )
  19. Figures of Probability Density Functions in Statistics 1
    -- Continuous Univariate Case --

    by K. Hirano, H. Kuboki, S. Aki and A. Kuribayashi ( Feb. 1983 )
  20. Figures of Probability Density Functions in Statistics 2
    -- Discrete Univariate Case --

    by K. Hirano, H. Kuboki, S. Aki and A. Kuribayashi ( Jan. 1984 )
  21. Fortran Programmes in the Education of Statistics

    by S. Chino ( Feb. 1985 )
  22. TIMSAC-84 Part 1

    by H. Akaike, T. Ozaki, M. Ishiguro, Y. Ogata, G. Kitagawa, Y.-H. Tamura E. Arahata, K. Katsura and Y. Tamura ( Mar. 1985 )
  23. TIMSAC-84 Part 2

    by H. Akaike, T. Ozaki, M. Ishiguro, Y. Ogata, G. Kitagawa, Y.-H. Tamura, E. Arahata, K. Katsura and Y. Tamura ( Mar. 1985 )
  24. BNDE, Fortran Subroutines for Computing Bayesian Nonparametric Univariate and Bivariate Density Estimator

    by K. Tanabe, M. Sagae and S. Ueda ( Mar. 1988 )
  25. DALL:Davidon's Algorithm for Log Likelihood Maximization -- A FORTRAN Subroutine for Statistical Model Builders --

    by M. Ishiguro and H. Akaike ( Sep. 1989 )
  26. Program on the Conditional Maximum Likelihood Estimate of the Common Odds Ration and the AIC in the Analysis of K 2*2 Tables

    by H. Takagi ( Feb. 1991 )
  27. MOLPHY: Programs for Molecular Phylogenetics, 1. PROTML: Maximum Likelihood Inference of Protein Phylogeny

    by J. Adachi and M. Hasegawa ( Mar. 1992 )
  28. MOLPHY Version 2.3 : Programs for Molecular Phylogenetics
    Based on Maximum Likelihood

    by J. Adachi and M. Hasegawa ( Mar. 1996 )
  29. Statistical Distribution of Symmetry Groups for Inorganic Crystal Structure Database ( ICSD )

    by M. Fujiwara, Y. Itoh, T. Matsumoto and H. takeda ( Apr. 1998 )
  30. ARdock, an Auto-Regressive model analyzer

    by M. Ishiguro, H. Kato and H. Akaike ( Aug. 1999 )
  31. これ以降はCSMのページから直接ダウンロードできます。