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J-GLOBAL ID：200901023289553167   Update date: Nov. 26, 2024

Ogasawara Haruhiko

Ogasawara Haruhiko | Ogasawara Haruhiko
Affiliation and department：
Otaru University of Commerce

About Otaru University of Commerce


Homepage URL  (1)： https://www.otaru-uc.ac.jp/~emt-hogasa/
Research field  (1)： Statistical science
Research keywords  (3)： statistical science ,  行動計量学 ,  Behaviormetrics
Research theme for competitive and other funds  (8)：
  • 2017 - 2019 モデル選択のための情報量規準の漸近的性質
  • 2014 - 2016 行動計量分析における各種推定量の漸近的性質
  • 2011 - 2013 離散及び連続変量の行動計量分析における漸近理論の適用
  • 2008 - 2010 共分散等を対象とした行動計量手法における漸近理論の応用
  • 2006 - 2007 共分散構造における推定量の漸近展開と正規理論漸近頑健性の応用研究
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Papers (225)：
  • Ogasawara, H. The product distribution of more-than-two correlated normal variables: A didactic review with some new findings. To appear in Communications in Statistics - Theory and Methods. 2025
  • Ogasawara, H. Gaussian product inequalities for absolute moments of mixed-sign orders using a series formula. https://dx.doi.org/10.13140/RG.2.2.31369.45924. 2024
  • Ogasawara, H. Series formulas for the untruncated Gaussian product moments (2nd version). https://dx.doi.org/10.13140/RG.2.2.28026.71361. ResearchGate (preprint). 2024
  • Ogasawara, H. Anti-ridge regression for communality estimation in factor analysis. https://dx.doi.org/10.13140/RG.2.2.22659.92966. ResearchGate (preprint). 2024
  • Ogasawara, H. Rephrasing the lengthy and involved proof of Kristof’s theorem: A tutorial with some new findings. Journal of Behavioral Data Science. 2024. 4. 2. 1-22
ｍore...
MISC (153)：
  • Supplement III to the paper "Asymptotic cumulants of some\ninformation criteria" - Examples 2 and 3. 2017. 68. 1. 1-65
  • Supplement II to the paper "Asymptotic cumulants of someinformation criteria" - Asymptotic cumulants of the studentized information criteria and Example 1. 2017. 67. 4. 5-67
  • Supplement I to the paper "Asymptotic cumulants of some information criteria" - Proofs and technical results. 2016. 67. 2. 9-44
  • Haruhiko Ogasawara. Asymptotic cumulants of ability estimators using fallible item parameters. INTERNATIONAL JOURNAL OF PSYCHOLOGY. 2016. 51. 983-983
  • Expository supplement(2)to the paper "Asymptotic expansions for the estimators of Lagrange multipliers and associated parameters by the maximum likelihood and weighted score methods". 2016. 66. 4. 1-46
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Books (12)：
  • Expository moments for pseudo distributions. https://doi.org/10.1007/978-981-19-3525-1.
    Singapore: Springer Nature Singapore 2022
  • Asymptotic expansions of the distributions of the least squares estimators in factor analysis and structural equation modeling. In C. R. Rao et al. (Eds.), Handbook of statistics: Vol.28. Bioinformatics in human health and heredity (pp. 163-200).
    New York: Elsevier 2012
  • Applications of asymptotic expansion in item response theory linking. In A. A. von Davier (Ed.), Statistical models of test equating, scaling, and linking (pp.261-280).
    New York: Springer 2011
  • 繁桝算男・柳井晴夫・森敏昭(編著)Q&Aで知る統計データ解析DOs and DON’Ts 第2版(分担執筆)
    サイエンス社 2008
  • Inverse transformation of Hall’s method back to Edgeworth type expansions: An expository note. In K. Shigemasu, A. Okada, T. Imaizumi, & T. Hoshino (Eds.), New trends in psychometrics (pp. 365-370).
    Tokyo: Universal Academy Press 2008
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Lectures and oral presentations  (119)：
  • Some generalizations of the Henze theorem
    (The 14th International Conference of the ERCIM WG on Computational and Methodological Statistics (CMStatistics 2021; ERCIM = the European Research Consortium for Informatics and Mathematics, WG = Working Group) 2021)
  • 項目反応理論3パラメータ母数モデルの一義性
    (日本心理学会第84回大会 2020)
  • The multiple Cantelli inequalities
    (The Remote International Conference on Mathematical and Statistical Methods for Actuarial Science and Finance (eMAF2020) 2020)
  • A family of the information criteria using the phi-divergence for categorical data.
    (The 22nd International Symposium on Mathematical Methods Applied to Sciences (XXII SIMMAC), the Center for Research in Pure and Applied Mathematics (CIMPA), the University of Costa Rica (UCR), San Jose, Costa Rica. 2020)
  • 期待平方誤差を用いた分散共分散の予測推定
    (日本心理学会第83回大会, 立命館大学大阪いばらきキャンパス(茨木市) 2019)
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Education (2)：
  • 1972 - 1974 The University of Tokyo Faculty of Education
  • 1970 - 1972 The University of Tokyo
Professional career (2)：
  • Doctor of Philosophy (Tokyo Institute of Technology,1992)
  • Doctor of Philosophy in Educational Informatics (Tohoku University, 2014)
Work history (9)：
  • 2017/04 - 現在 Otaru University of Commerce
  • 2017/04 - 2023/06 Otaru University of Commerce Visiting Researcher
  • 2015/04 - 2017/03 Otaru University of Commerce Faculty of Commerce
  • 1995/06 - 2017/03 Department of Information and Management Science, Faculty of Commerce, Otaru University of Commerce Professor
  • 1995/06 - 2015/03 Otaru University of Commerce Faculty of Commerce
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Committee career (4)：
  • 2019/01 - 現在 Associate Editor, Journal of Multivariate Analysis
  • 1994/05 - 現在 日本行動計量学会 欧文誌編集委員
  • 1994/05 - 現在 The Behaviormetric Society Associate Editor, Behaviormetrika
  • 2007/07 - 2018/12 The Psychometric Society Associate Editor, Psychometrika
Awards (5)：
  • 2024 - 日本行動計量学会 名誉会員
  • 2017 - 日本計算機統計学会 優秀賞
  • 2015 - 日本行動計量学会林知己夫賞(功績賞)
  • 2000 - 日本心理学会研究奨励賞
  • 1991 - 日本行動計量学会優秀賞
Association Membership(s) (2)：
日本行動計量学会 ,  The Behaviormetric Society of Japan
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