Rchr
J-GLOBAL ID:201601012444371643   Update date: Nov. 10, 2024

Kimura Masato

キムラ マサト | Kimura Masato
Affiliation and department:
Homepage URL  (1): https://sites.google.com/site/masatowebe/
Research field  (2): Applied mathematics and statistics ,  Basic mathematics
Research keywords  (7): Industrial Mathematics ,  Fracture Mechanics ,  Free Boundary Problem ,  Partial Differential Equation ,  Numerical Analysis ,  Mathematical Modeling ,  Applied Mathematics
Research theme for competitive and other funds  (34):
  • 2024 - 2029 Evolution equations describing singularities of non-equilibrium systems beyond the linear-response regime and development of nonlocal-nonlinear analysis
  • 2021 - 2025 Effective use of multi-precision arithmetic on floating number system of digital computers aiming at numerical computations of differential equations with singulari or ill-posedness
  • 2020 - 2025 New trends of energy gradient flow: mathematical aspects and various phenomena and applications
  • 2020 - 2025 Mathematical analysis of inverse problems and modelling for complex fluids and diffusion in heterogeneous media
  • 2020 - 2024 Evolution equations describing non-standard irreversible processes --Analysis on singularities emerging in the dynamics of solutions--
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Papers (75):
  • Masato Kimura, Takeshi Takaishi, Yoshimi Tanaka. What is the physical origin of the gradient flow structure of variational fracture models?. Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences. 2024
  • Yosuke Sunayama, Julius Fergy Tiongson Rabago, Masato Kimura. Comoving mesh method for multi-dimensional moving boundary problems: Mean-curvature flow and Stefan problems. Mathematics and Computers in Simulation. 2024. 221. 589-605
  • Aufa Rudiawan, Alexander Žák, Michal Beneš, Masato Kimura, Hirofumi Notsu. An energy estimate and a stabilized Lagrange-Galerkin scheme for a multiphase flow model. Applied Mathematics Letters. 2024. 153. 109059-109059
  • V. Apriliani, M. Kimura, H. Ohtsuka. Two-step minimization approach to an $L^\infty$-constrained variational problem with a generalized potential. Science Reports of Kanazawa University. 2024. 67. 57-68
  • Maarten V. de Hoop, Masato Kimura, Ching-Lung Lin, Gen Nakamura. Resolvent Estimates for Viscoelastic Systems of Extended Maxwell Type and Their Applications. SIAM J. Math. Anal. 2024. 56. 5. 5782-5806
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MISC (31):
Education (4):
  • 1996 - Kyoto University Graduate School of Science, Division of Mathematics Doctor of Science
  • 1992 - 1994 Kyoto University Graduate School of Science, Division of Mathematical Sciences Doctor Course
  • 1990 - 1992 Kyoto University Graduate School of Science, Division of Mathematical Sciences Master Course
  • 1986 - 1990 Kyoto University Faculty of Science
Professional career (1):
  • Doctor of Science (Kyoto University)
Work history (7):
  • 2013/04 - 現在 Kanazawa University Faculty of Mathematics and Physics Professor
  • 2011/04 - 2013/03 Kyushu University Institute of Mathematics for Industry Associate Professor
  • 2001/11 - 2011/03 Kyushu University Faculty of Mathematics Associate Professor
  • 2007/04 - 2008/03 Nečas Center for Mathematical Modeling (Czech Technical University in Prague) Visiting researcher
  • 1996/10 - 2001/10 Hiroshima University Faculty of Science Lecturer
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Committee career (2):
  • 2016/10 - 2018/09 The Mathematical Society of Japan Committee member of Applied Mathematics Section
  • 2016/10 - 2018/09 日本数学会 応用数学分科会委員
Awards (1):
  • 1996/11 - The Mathematical Society of Japan The MSJ Takebe Katahiro Prize
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