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J-GLOBAL ID：200901016735468199   Update date: Apr. 21, 2025

Itou Hiromichi

イトウ ヒロミチ | Itou Hiromichi
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Affiliation and department：
Chuo University Faculty of Science and Engineering Department of Mathematics

About Chuo University Faculty of Science and Engineering Department of Mathematics


Job title： professor
Research field  (2)： Applied mathematics and statistics ,  Mathematical analysis
Research keywords  (8)： 偏微分方程式論 ,  弾性理論 ,  特異型積分方程式 ,  破壊力学 ,  theory of elasticity ,  Analysis of singularities of corner and crack ,  Singular integral equations ,  Fracture Mechanics
Research theme for competitive and other funds  (16)：
  • 2024 - 2029 Mathematical Analysis on problems under boundary conditions of friction type and its seismological application
  • 2023 - 2028 Inverse problem theory for innovation of detection methods
  • 2018 - 2023 Mathematical Analysis on dynamic rupture problems and its seismological application
  • 2019 - 2022 弾性構造物における破壊現象の数理解析とその応用
  • 2017 - 2021 Mathematical modeling and analysis of discontinuous phenomena in continuum body
Show all
Papers (54)：
  • Hiromichi Itou, Victor A. Kovtunenko, Gen Nakamura. Solution of viscoelastic creep models for anisotropic materials with linear relation between strain and stress but nonlinear with respect to time. Applications in Engineering Science. 2025. 22. 100219-100219
  • Victor A. Kovtunenko, Hiromichi Itou, Alexander M. Khludnev, Evgeny M. Rudoy. Non-smooth variational problems and applications in mechanics. Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences. 2024. 382. 2277. 20230310
  • H. Itou, V. A. Kovtunenko, G. Nakamura. Forward and inverse problems for creep models in viscoelasticity. Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences. 2024. 382. 2277. 20230295
  • Hiromichi Itou, Victor A. Kovtunenko, Kumbakonam R. Rajagopal. Well-posedness of the governing equations for a quasi-linear viscoelastic model with pressure-dependent moduli in which both stress and strain appear linearly. Zeitschrift für angewandte Mathematik und Physik. 2024. 75. 1. 22
  • Hiromichi Itou, Victor A. Kovtunenko, Kumbakonam R. Rajagopal. A generalization of the Kelvin-Voigt model with pressure-dependent moduli in which both stress and strain appear linearly. Mathematical Methods in the Applied Sciences. 2023. 46. 14. 15641-15654
ｍore...
MISC (14)：
  • 伊藤弘道. 平均垂直応力に依存する係数をもつ弾性体の数学解析. 日本大学経済学部 研究紀要 一般教育・外国語・保健体育. 2023. 98. 223-233
  • Alexey I. Furtsev, Hiromichi Itou, Victor A. Kovtunenko, Evgeny M. Rudoy, Atusi Tani. On unilateral contact problems with friction for an elastic body with cracks. RIMS Kôkyûroku. 2021. 2174
  • Hiromichi Itou. On an inverse crack problem in a linearized elasticity by the enclosure method. Hokkaido University Technical Report Series in Mathematics. 2020. 179. 89-98
  • Masaru Ikehata, Hiromichi Itou. On reconstruction of polygonal cavities in an elastic body with one measurement. Hokkaido University Technical Report Series in Mathematics. 2009. 141. 44-52
  • Masaru Ikehata, Hiromichi Itou. On reconstruction of an unknown polygonal cavity in an isotropic elastic body with one measurement. Seminar Notes of Mathematical Sciences. 2009. 12. 25-40
ｍore...
Books (6)：
  • Non-smooth variational problems and applications in mechanics
    The Royal Society Publishing 2024 ISBN:9781782527183
  • Non-smooth variational problems and applications
    The Royal Society Publishing 2022 ISBN:9781782526032
  • Mathematical Analysis of Continuum Mechanics and Industrial Applications III -Proceedings of the International Conference CoMFoS18- (Mathematics for Industry Volume 34)
    Springer Singapore 2020 ISBN:9789811560613
  • 理工系の基礎「数学 I」
    丸善出版 2018 ISBN:9784621302491
  • Mathematical Analysis of Continuum Mechanics and Industrial Applications
    Springer Singapore 2016 ISBN:9789811026324
ｍore...
Lectures and oral presentations  (142)：
  • 破壊現象の数学解析と逆問題
    (第48回調和解析定例セミナー 2025)
  • 微小ひずみ下での様々な粘弾性体モデルとその数学解析
    (日本応用数理学会 第21回研究部会連合発表会 2025)
  • Mathematical modelling on linearized viscoelasticity with fractional derivatives
    (Russia-Japan-India Workshop "Mathematical analysis of fracture phenomena for elastic structures and its applications" 2024)
  • On frictional crack problems in linearized elasticity
    (Finland-Japan Workshop in Industrial and Applied Mathematics 2024)
  • On inverse and forward problems of some viscoelastic models
    (11th International Conference "Inverse Problems: Modeling and Simulation" (IPMS 2024), M16. Inverse Problem Theory for Innovation of Detection Methods 2024)
ｍore...
Education (2)：
  • - 2004 Keio University Graduate School, Division of Science and Engineering
  • - 1999 Keio University Faculty of Science and Engineering
Professional career (1)：
  • Ph.D (Keio University)
Work history (1)：
  • 2025/04 - 現在 Chuo University Faculty of Science and Engineering Department of Mathematics Professor
Committee career (24)：
  • 2020/01 - 現在 Applications in Engineering Science Editorial Board Member
  • 2015/03 - 現在 The Japan Society for Industrial and Applied Mathematics Organizer of the activity group Mathematical Aspects of Continuum Mechanics
  • 2014/02 - 現在 Mathematical Inverse Problems Editor
  • 2013/03 - 現在 Mathematical notes of NEFU (North-Eastern Federal University in Yakutsk) Editor
  • 2010/03 - 現在 American Mathematical Society Reviewer of Mathematical Reviews
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Awards (7)：
  • 2025/04 - Mathematical Methods in the Applied Sciences Top viewed article in 2023 A generalization of the Kelvin-Voigt model with pressure-dependent moduli in which both stress and strain appear linearly
  • 2022/10 - Mathematical Models and Methods in Applied Sciences Top Downloaded Articles 2021 Lagrange multiplier approach to unilateral indentation problems: well-posedness and application to linearized viscoelasticity with non-invertible constitutive response
  • 2022/08 - Journal of Elasticity Top 10 Downloaded Articles 2021 On an Implicit Model Linear in Both Stress and Strain to Describe the Response of Porous Solids
  • 2022/01 - Mathematical Models and Methods in Applied Sciences Top Downloaded Articles 2021 Crack problem within the context of implicitly constituted quasi-linear viscoelasticity
  • 2020/10 - Mathematical Models and Methods in Applied Sciences Best papers of 2019 and 2020 Crack problem within the context of implicitly constituted quasi-linear viscoelasticity
Show all
Association Membership(s) (4)：
Inverse Problems International Association ,  The Japan Society for Industrial and Applied Mathematics ,  The mathematical society of Japan ,  The Japan Society of Mathematical Education
※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.

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