Updated on 2023/12/04


TANAKA, Hisatoshi
Faculty of Political Science and Economics, School of Political Science and Economics
Job title
Associate Professor
Ph.D. in Economics ( 2013 University of Wisconsin-Madison )

Research Experience

  • 2008.04

    Waseda University   Faculty of Political Science and Economics

Education Background

  • 2002.09

    University of Wisconsin-Madison  

  • 1997.04

    Waseda University   Graduate School of Economics  

  • 1993.04

    Waseda University   School of Political Science and Economics  

Research Areas

  • Economic theory   Econometrics / Applied mathematics and statistics

Research Interests

  • Information geometry

  • 計量経済学

  • 数理経済学



Books and Other Publications

  • Rによる実証分析 : 回帰分析から因果分析へ

    星野, 匡郎, 田中, 久稔, 北川, 梨津

    オーム社  2023.01 ISBN: 9784274230028

  • 大学の人気講義でよく分かる「ミクロ経済学」超入門

    田中, 久稔

    SBクリエイティブ  2022.09 ISBN: 9784815608026

  • 計量経済学のための数学

    田中, 久稔

    日本評論社  2019.08 ISBN: 9784535559295

  • 経済数学入門の入門

    田中, 久稔

    岩波書店  2018.02 ISBN: 9784004317074

  • Rによる実証分析 : 回帰分析から因果分析へ

    星野, 匡郎, 田中, 久稔

    オーム社  2016.11 ISBN: 9784274219474

  • Rによる実証分析 : 回帰分析から因果分析へ

    星野, 匡郎, 田中, 久稔

    [オーム社]  2016.11 ISBN: 9784274802782

  • 経済学入門

    金子, 昭彦, 田中, 久稔, 若田部, 昌澄

    東洋経済新報社  2015.04 ISBN: 9784492314562

  • 経済数学

    永田, 良, 田中, 久稔

    培風館  2012.02 ISBN: 9784563062538

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Research Projects

  • Study of Economic Fluctuations Using the Method of Nonlinear Dynamics

    Project Year :


     View Summary

    (1) One Dimensional Models
    Chaos occurs in a nonlinear cobweb model with normal demand and supply, naive expectations and adaptive production adjustment. We demonstrates the possibility that chaotic fluctuations may be preferable to a steady state for a simple macro disequilibrium model in which inventory can be chaotically fluctuated.
    (2) High Dimensional Models
    We investigate the global dynamics of two-dimensional Diamond-type overlapping generations model extended to allow for government intervention. We identify conditions under which transverse homoclinic points to the golden rule steady state are generated. We examine by mean of analytical method and numerical simulations the properties of three-dimensional Kaldor-type business cycle models in which a parameter is fluctuated by noise. It is shown that noise may not obscure the underling structures, but also reveal the hidden structures.
    (3) New Numerical Approximation Schemes
    Composition methods for autonomous stochastic differential equations (SDEs) are formulated to produce numerical approximation schemes for the equations. The new schemes are advantageous to preserve the special character of SDEs numerically and are useful for approximations of the solutions to stochastic nonlinear equations
    (4) Alternative Approaches and Models
    We investigate various alternative approaches and models. For example, percolation theory is employed to model stock price fluctuations.



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  • Faculty of Political Science and Economics   Graduate School of Economics

  • Faculty of Political Science and Economics   Graduate School of Political Science

  • Faculty of Social Sciences   Graduate School of Social Sciences