Associate Professor Hashimoto Itsuko
Faculty, Affiliation
Faculty of Mechanical Engineering, Institute of Science and Engineering システム基礎数理
College and School Educational Field
Division of Mechanical Science and Engineering, Graduate School of Natural Science and Technology
Division of Mechanical Science and Engineering, Graduate School of Natural Science and Technology
Course in Mechanical Sciences, School of Mechanical Engineering, College of Science and Engineering
Laboratory
Academic Background
【Academic background(Doctoral/Master's Degree)】
Osaka University Doctor Completed
Career
Kansai university
National Institute of Technology, Toyama College
Osaka seikei university
Year & Month of Birth
Academic Society
Award
Specialities
Mathematical analysis
Speciality Keywords
Partial differential equation, conservation law
Research Themes
mathematical analysis of compressible viscous fluid
Books
Papers
- EXISTENCE OF RADIALLY SYMMETRICSTATIONARY SOLUTIONS FOR THE COMPRESSIBLE NAVIER-STOKES EQUATION Itsuko Hashimoto, Akitaka Matsumura Methods Appl. Anal. 2020/04/15
- Stability of the radially symmetric stationary wave of the Burgers equation with multi-dimensional initial perturbations in exterior domain Itsuko Hashimoto Mathematische Nachrichten 2020/11
- Asymptotic behavior toward nonlinear waves for radially symmetric solutions of the multi dimensional Burgers equation Itsuko Hashimoto, Akitaka Matsumura J. Differential Equations 266 2805-2829 2019/02/01
- Asymptotic behavior of radially symmetric solutions for quasilinear hyperbolic fluid model in higher dimensions Itsuko Hashimoto J. Differential Equations 262 pp.5133-5159 2017/05/01
- Behavior of solutions for radially symmetric solution for Burgers equation with a boundary Corresponding to the Rarefaction wave Itsuko Hashimoto Osaka. J. Math. 53 pp.799-811 2016/07/01
- Asymptotic behavior of solutions for Damped wave equations with non-convex convection term on the half line Itsuko Hashimoto AIMS 8 pp.659-666 2014/07/01
- Asymptotic behavior of radially symmetric solution for the Burgers equation in several space dimensions Itsuko Hashimoto Nonlinear Analysis 100 pp.43-58 2014/01/01
- Classification of capillary images based on the average curvature estimation Sci. Rep. Kanazawa Univ. 56 pp.35-44 2012/12/01
- The Anti-derivative method in the half space and application to damped wave equations with non-convex convection Itsuko Hashimoto, Yoshihiro Ueda Kyushu J. Math. 66 pp.479-492 2012/07/01
- Asymptotic behavior of solutions for Damped wave equations with non-convex convection term on the half line Itsuko Hashimoto, Yoshihiro Ueda Osaka. J. Math. 66 pp.37-52 2012/03/01
- Convergence rate to the nonlinear waves for viscous conservation laws on the half line Itsuko Hashimoto, Yoshihiro Ueda, Shuichi Kawashima Methods Appl. Anal. 16 pp.389-402 2009/09/01
- Large time behavior of solutions to an initial boundary value problem on the half line for scalar viscous conservation law Itsuko Hashimoto, Akitaka Matsumura Methods Appl.Anal. 14 pp.45-60 2007/05/01
Conference Presentations
- Asymptotic behavior of radially symmetric solutions for the Burgers equation in several space dimensions(conference：7th China-Japan Workshop on Mathematical Topics from Fluid Mechanics )(2019/11/03)
Others
Arts and Fieldwork
Patent
Theme to the desired joint research
Grant-in-Aid for Scientific Research
○「流体を記述する非線形偏微分方程式の球対称問題の数学解析」(2021-2025)
○「圧縮性粘性流体の球対称解の漸近解析」(2017-2020)
Competitive research funding,Contribution
Collaborative research,Consignment study
Classes (Bachelors)
○Applied Mathematical Analysis B(2022)
○Applied Mathematical Analysis A(2022)
○Numerical Analysis B(2022)
○Numerical Analysis A(2022)
○Analysis of Probability and Statistics B(2022)
○Analysis of Probability and Statistics A(2022)