Basic Information

Faculty

• Faculty of Science
• 総合人間学部

Professional Memberships

• From 1994, To Present

  American Mathematical Society
• From 1991, To Present

  The Mathematical Society of Japan

Academic Degree

• 理学修士(筑波大学)
• 博士（理学）(筑波大学)

Research History

• From Apr. 2023, To Present

  Department of Mathematics, Falulty of Science, Kyoto University, Professor
• From Apr. 2015, To Mar. 2023

  Kyoto University, Graduate School of Human and Environmental Studies, Professor
• From Apr. 2008, To Mar. 2015

  Shizuoka University, Faculty of Science, Professor
• From Apr. 1996, To Mar. 2008

  Shizuoka University, Faculty of Engineering, Associate Professor
• From Apr. 1995, To Mar. 1996

  Shizuoka University, Faculty of Engineering, Lecturer

ID,URL

• J-Global ID

  200901040799929902

researchmap URL

• https://researchmap.jp/Senjo_Shimizu

Research

Research Topics, Overview of the research

• Research Topics

  Maximal regularity and its application to free boundary problem of fluids

• Overview of the research

  流体力学や連続体力学等の自然現象を記述する非線形偏微分方程式の解の存在や性質を、偏微分作用素をバナッハ空間上の閉作用素と見做して、フーリエ解析、実解析、関数解析的手法により数学的に解明する。熱方程式を一般化した放物型偏微分方程式に対する最大正則性原理は、方程式の主要部に現れる最高階の微分を制御するもので、非線形放物型方程式、とりわけ準線形方程式を取り扱う上で最大限の威力を発揮する。特に、流体を表す非圧縮性・圧縮性ナヴィエ・ストークス方程式の自由境界問題、相転移を伴う２相非圧縮性・圧縮性ナヴィエ・ストークス方程式の自由境界問題に対し、最大正則性原理を主とした関数解析的手法を応用し、解の時間局所適切性・時間大域適切性を論じる。さらに、これらの自由境界問題に対し、線形化安定性解析に基づいて、解の漸近挙動、定常解の安定性の解明を目指す。

Research Interests

• 偏微分方程式
• partial differential equations

Research Areas

• Natural sciences, Mathematical analysis

Papers

• Analyticity of solutions to the stationary Navier–Stokes equations via parameter trick

  Hideo Kozono; Senjo Shimizu

  Nonlinear Analysis: Real World Applications, Jan. 2025, Peer-reviewed

  
• Stationary problem of the generalized quasi-geostrophic equation in the critical Besov space

  Hideo Kozono; Peer Christian Kunstmann; Senjo Shimizu

  Indiana Univ. Math. J., 2025, Peer-reviewed

  
• Analyticity in space-time of solutions to the Navier-Stokes equations via parameter trick based on maximal regularity

  Hideo Kozono; Peer Christian Kunstmann; Senjo Shimizu

  Ann. Sc. Norm. Super. Pisa Cl. Sci. (5), 09 Oct. 2024, Peer-reviewed, Corresponding author

  
• On a Compatibility Condition for the Navier-Stokes Solutions in Maximal L^p-regularity Class

  Hideo Kozono; Senjo Shimizu

  Springer Proceedings in Mathematics & Statistics, 04 Jul. 2024, Peer-reviewed, Invited, Corresponding author

  
• Free boundary problems of the incompressible Navier–Stokes equations with non-flat initial surface in the critical Besov space

  Takayoshi Ogawa; Senjo Shimizu

  Mathematische Annalen, 16 Mar. 2024, Invited, Corresponding author

  
• Maximal $L^{1}$-regularity and free boundary problems for the incompressible Navier–Stokes equations in critical spaces

  Takayoshi OGAWA; Senjo SHIMIZU

  Journal of the Mathematical Society of Japan, 18 Oct. 2023, Peer-reviewed, Corresponding author

  
• Stability of stationary solutions to the Navier-Stokes equations in the Besov space

  Hideo Kozono; Senjo Shimizu

  Mathematische Nachrichten, Feb. 2023, Peer-reviewed

  
• Maximal regularity for the Cauchy problem of the heat equation in BMO

  Takayoshi Ogawa; Senjo Shimizu

  Mathematische Nachrichten, 05 Jun. 2022, Peer-reviewed, Corresponding author

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• A Characterization of Harmonic $L^r$-Vector Fields in Three Dimensional Exterior Domains

  Matthias Hieber; Hideo Kozono; Anton Seyfer; Senjo Shimizu; Taku Yanagisawa

  The Journal of Geometric Analysis, 19 May 2022, Peer-reviewed

  
• Maximal L^1-regularity for parabolic initial-boundary value problems with inhomogeneous data

  Takayoshi Ogawa; Senjo Shimizu

  Journal of Evolution Equations, 18 Apr. 2022, Peer-reviewed, Corresponding author

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• Maximal L^1-regularity of the heat equation and application to a free boundary problem of the Navier-Stokes equations near the half-space

  Takayoshi Ogawa; Senjo Shimizu

  Journal of Elliptic and Parabolic Equations, 30 Oct. 2021, Peer-reviewed, Invited, Corresponding author

  
• On a Navier–Stokes–Ohm problem from plasma physics in multi connected domains

  Senjo Shimizu; Hidenobu Tsuritani

  Partial Differential Equations and Applications, 14 Oct. 2021, Peer-reviewed, Invited, Lead author, Corresponding author

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• Stationary Navier–Stokes equations under inhomogeneous boundary conditions in 3D exterior domains

  Matthias Hieber; Hideo Kozono; Anton Seyfert; Senjo Shimizu; Taku Yanagisawa

  Calculus of Variations and Partial Differential Equations, Oct. 2021, Peer-reviewed

  
• L-Helmholtz-Weyl decomposition for three dimensional exterior domains

  Matthias Hieber; Hideo Kozono; Anton Seyfer; Senjo Shimizu; Taku Yanagisawa

  Journal of Functional Analysis, Oct. 2021, Peer-reviewed

  
• The Helmholtz–Weyl decomposition of Lr vector fields for two dimensional exterior domains

  Matthias Hieber; Hideo Kozono; Anton Seyfert; Senjo Shimizu; Taku Yanagisawa

  The Journal of Geometric Analysis, May 2021, Peer-reviewed, Corresponding author

  
• Global well-posedness for the incompressible Navier–Stokes equations in the critical Besov space under the Lagrangian coordinates

  Takayoshi Ogawa; Senjo Shimizu

  Journal of Differential Equations, Feb. 2021, Peer-reviewed, Corresponding author

  
• Necessary and sufficient condition on initial data in the Besov space for solutions in the Serrin class of the Navier–Stokes equations

  Hideo Kozono; Akira Okada; Senjo Shimizu

  Journal of Evolution Equations, 03 Sep. 2020, Peer-reviewed, Invited, Corresponding author

  
• Maximal L^1-regularity for parabolic boundary value problems with inhomogeneous data in the half-space

  Takayoshi Ogawa; Senjo Shimizu

  Proceedings of the Japan Academy, Series A, Mathematical Sciences, 01 Jul. 2020, Peer-reviewed, Corresponding author

  
• Characterization of initial data in the homgeneous Besov space for solutions in the Serrin class of the Navier-Stokes equations

  H. Kozono; A. Okada; S. Shimizu

  J. Funct. Anal., Jan. 2020, Peer-reviewed, Corresponding author

  
• Global existence of weak solutions to 3D Navier-Stokes IBVP with non-decaying initial data in exterior domains

  Paolo Maremonti; Senjo Shimizu

  J. Differential Equations, Jan. 2020, Peer-reviewed, Corresponding author

  
• A Characterization of Harmonic Lr-Vector Fields in Two-Dimensional Exterior Domains

  M. Hieber; H. Kozono; A. Seyfert; S. Shimizu; T. Yanagisawa

  The Journal of Geometric Analysis, Jun. 2019, Peer-reviewed

  
• Stationary solution to the Navier-Stokes equations in the scaling invariant Besov space and its regularity

  K. Kaneko; H. Kozono; S. Shimizu

  Indiana U. Math. J., May 2019, Peer-reviewed

  
• Modeling of two-phase flows with and without phase transitions

  J. Pruess; S. Shimizu

  Handbook of mathematical analysis in mechanics of viscous fluids, Springer, Cham., Apr. 2019, Peer-reviewed

  
• Corrigendum to “Global existence of solutions to 2-D Navier–Stokes flow with non-decaying initial data in half-plane” (Journal of Differential Equations (2018) 265(10) (5352–5383), (S0022039618303681) (10.1016/j.jde.2018.07.004))

  Paolo Maremonti; Senjo Shimizu

  Journal of Differential Equations, 15 Mar. 2019

  
• Strong solutions of the Navier–Stokes equations based on the maximal Lorentz regularity theorem in Besov spaces

  H. Kozono; S. Shimizu

  J. Funct. Anal., Feb. 2019, Peer-reviewed

  
• Global existence of solutions to 2-D Navier-Stokes flow with non-decaying initial data in exterior domain

  P. Maremonti; S. Shimizu

  J. Math. Fluid Mech., Sep. 2018, Peer-reviewed

  
• Global existence of solutions to 2-D Navier–Stokes flow with non-decaying initial data in half-plane

  P. Maremonti; S. Shimizu

  J. Differential Equations, Jul. 2018, Peer-reviewed

  
• On a Nevier-Stokes-Ohm problem from plasma physics

  J. Pruss; S. Shimizu

  J. Evol. Equ., Jul. 2018, Peer-reviewed

  
• Strong solutions of the Navier-Stokes equations with singular data

  H.Kozono; S. Shimizu

  Contemporary Mathematics, Jun. 2018, Peer-reviewed, Invited

  
• Navier-Stokes equations with external forces in Lorentz spaces and its application to the self-similar solutions

  Hideo Kozono; Senjo Shimizu

  JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, Feb. 2018, Peer-reviewed

  
• Navier–Stokes equations with external forces in time-weighted Besov spaces

  H. Kozono; S. Shimizu

  Math. Nachr., Jan. 2018, Peer-reviewed

  
• Qualitative behaviour of incompressible two-phase flows with phase transitions: The isothermal case

  Jan Pruss; Senjo Shimizu

  PROCEEDINGS OF THE INDIAN ACADEMY OF SCIENCES-MATHEMATICAL SCIENCES, Nov. 2017, Peer-reviewed

  
• Remark on the uniqueness of a mild solution of the Boltzmann equation in the critical Besov space

  T. Ogawa; S. Shimizu

  RIMS Kokyuroku Bessatsu, Oct. 2017, Peer-reviewed, Invited

  
• ON LOCAL L-p-L-q WELL-POSEDNESS OF INCOMPRESSIBLE TWO-PHASE FLOWS WITH PHASE TRANSITIONS: NON-EQUAL DENSITIES WITH LARGE INITIAL DATA

  Senjo Shimizu; Shintaro Yagi

  ADVANCES IN DIFFERENTIAL EQUATIONS, Sep. 2017, Peer-reviewed

  
• End-point maximal -regularity for the Cauchy problem to a parabolic equation with variable coefficients

  Takayoshi Ogawa; Senjo Shimizu

  MATHEMATISCHE ANNALEN, Jun. 2016, Peer-reviewed

  
• On incompressible two-phase flows with phase transition and variable surface tension, to appear in "Recent Developments of Mathematical Fluid Mechanics", Series: Advances in Mathematical Fluid Mechanics

  J. Pruss; S. Shimizu; G. Simonett; M. Wilke

  Advances in Mathematical Fluid Mechanics, Apr. 2016, Peer-reviewed, Invited

  
• On Incompressible Two-Phase Flows with Phase Transitions and Variable Surface Tension

  Jan Prüss; Senjo Shimizu; Gieri Simone; Mathias Wilke

  Recent Developments of Mathematical Fluid Mechanics, 2016, Peer-reviewed, Invited

  
• ON LOCAL L-p-L-q WELL-POSEDNESS OF INCOMPRESSIBLE TWO-PHASE FLOWS WITH PHASE TRANSITIONS: THE CASE OF NON EQUAL DENSITIES

  Senjo Shimizu; Shintaro Yagi

  DIFFERENTIAL AND INTEGRAL EQUATIONS, Jan. 2015, Peer-reviewed

  
• Qualitative Behaviour of Incompressible Two-Phase Flows with Phase Transitions: The Case of Non-Equal Densities

  Jan Pruess; Senjo Shimizu; Mathias Wilke

  COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS, 2014, Peer-reviewed

  
• On well-posedness of incompressible two-phase flows with phase transitions: the case of non-equal densities

  Jan Pruess; Senjo Shimizu

  JOURNAL OF EVOLUTION EQUATIONS, Dec. 2012, Peer-reviewed

  
• ON WELL-POSEDNESS OF INCOMPRESSIBLE TWO-PHASE FLOWS WITH PHASE TRANSITIONS: THE CASE OF EQUAL DENSITIES

  Jan Pruess; Yoshihiro Shibata; Senjo Shimizu; Gieri Simonett

  EVOLUTION EQUATIONS AND CONTROL THEORY, Jun. 2012, Peer-reviewed

  
• On the maximal L-p-L-q regularity of the Stokes problem with first order boundary condition; model problems

  Yoshihiro Shibata; Senjo Shimizu

  JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN, Apr. 2012, Peer-reviewed

  
• Maximal regularity and its application to free boundary problems for the Navier-Stokes equations

  S. Shimizu

  Sugaku Expositions, 2012, Peer-reviewed, Invited

  
• LOSS OF CONTROL OF MOTIONS FROM INITIAL DATA FOR PENDING CAPILLARY LIQUID

  Umberto Massari; Mariarosaria Padula; Senjo Shimizu

  QUARTERLY OF APPLIED MATHEMATICS, Sep. 2011, Peer-reviewed

  
• Maximal L-p-L-q regularity for the two-phase Stokes equations; Model problems

  Yoshihiro Shibata; Senjo Shimizu

  JOURNAL OF DIFFERENTIAL EQUATIONS, Jul. 2011, Peer-reviewed

  
• On local well-posedness of incompressible two-phase flows with phase transitions

  S. Shimizu

  RIMS Kokyuroku, 2011, Invited

  
• Report on a local in time solvability of free surface problems for the Navier-Stokes equations with surface tension

  Yoshihiro Shibata; Senjo Shimizu

  APPLICABLE ANALYSIS, 2011, Peer-reviewed

  
• Local solvability of free boundary problems for the two-phase Navier-Stokes equations with surface tension in the whole space

  S. Shimizu

  Progress in Nonlinear Differential Equations and Their Applications, 2011, Peer-reviewed

  
• End-point maximal regularity and its application to two-dimensional Keller-Segel system

  Takayoshi Ogawa; Senjo Shimizu

  MATHEMATISCHE ZEITSCHRIFT, Mar. 2010, Peer-reviewed

  
• On a resolvent estimate of the Stokes system in a half space arising from a free boundary problem for the Navier-Stokes equations

  Y. Shibata; S. Shimizu

  MATHEMATISCHE NACHRICHTEN, Mar. 2009, Peer-reviewed

  
• On the free boundary problem for the Navier-Stokes equations in the Lp framework and related topics

  Y. Shibata; S. Shimizu

  RIMS Kokyuroku, 2009, Invited

  
• Maximal regularity and its application to free boundary problems for the Navier-Stokes equations

  Shimizu Senjo

  Tokyo Sugaku Kaisya Zasshi, 2009, Peer-reviewed, Invited

  
• The drift-diffusion system in two-dimensional critical Hardy space

  Takayoshi Ogawa; Senjo Shimizu

  JOURNAL OF FUNCTIONAL ANALYSIS, Sep. 2008, Peer-reviewed

  
• On the L-p.-L-q maximal regularity of the Neumann problem for the Stokes equations in a bounded domain

  Yoshihiro Shibata; Senjo Shimizu

  JOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK, Feb. 2008, Peer-reviewed

  
• Maximal regularity and viscous incompressible flows with free interface

  S. Shimizu

  Banach center publications, 2008, Peer-reviewed, Invited

  
• Decay properties of the Stokes semigroup in exterior domains with Neumann boundary condition

  Yoshihiro Shibata; Senjo Shimizu

  JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN, Jan. 2007, Peer-reviewed

  
• Lp-Lq maximal regularity of the interface problem for the Stokes system in a bounded domain

  S. Shimizu

  RIMS Kokyuroku, 2007, Invited

  
• Lp-Lq maximal regularity of the Meumann problem for the Stokes equations in a bounded domain

  Y. Shibata; S. Shimizu

  Advanced Studies in Pure Mathematics, 2007, Peer-reviewed, Invited

  
• Free boundary problems for a viscous incompressible fluid

  Y. Shibata; S. Shimizu

  RIMS Kokyuroku Bessatsu, 2007, Peer-reviewed, Invited

  
• On a free boundary problem for the Navier-Stokes equations

  Y. Shibata; S. Shimizu

  Differential Integral Equations, 2007, Peer-reviewed

  
• L-p-L-q maximal regularity and viscous incompressible flows with free surface

  Y Shibata; S Shimizu

  PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, Nov. 2005, Peer-reviewed

  
• On the Stokes equation with Neumann boundary condition

  Y. Shibata; S. Shimizu

  Banach Center Publications, 2005, Peer-reviewed, Invited

  
• Wave front sets of the Riemann function of elastic interface problems

  S Shimizu

  MATHEMATICAL METHODS IN THE APPLIED SCIENCES, Mar. 2004, Peer-reviewed

  
• On a resolvent estimate of the interface problem for the Stokes system in a bounded domain

  Y Shibata; S Shimizu

  JOURNAL OF DIFFERENTIAL EQUATIONS, Jul. 2003, Peer-reviewed

  
• Applications of the Fourier transform to some resolvent estimates for the Stokes system

  Y Shibata; S Shimizu

  PROGRESS IN ANALYSIS, VOLS I AND II, 2003, Peer-reviewed

  
• Some resolvent estimates for the Stokes system in bounded and exterior domains

  Y. Shibata; S. Shimizu

  Proceedings of the Second International Conference on Nonlinear Analysis and Concex Analysis, 2003, Peer-reviewed, Invited

  
• On a resolvent estimate for the Stokes system with Neumann boundary condition

  Y. Shibata; S. Shimizu

  Differential Integral Equations, 2003, Peer-reviewed

  
• On the Lp and Schauder Estimates of Solutions to Elastostatic Interface Problems

  Y. Shibata; S. Shimizu

  Rend. Circ. Mat. Palermo, 2002, Peer-reviewed

  
• On a resolvent estimate of the interface problem for the Stokes system in a bounded domain

  Y. Shibata; S. Shimizu

  RIMS Kokyuroku, 2001, Invited

  
• A Decay Property of the Fourier Transform and its Application to the Stokes Problem

  Y. Shibata; S. Shimizu

  J. Mathematical Fluid Mechanics, 2001, Peer-reviewed

  
• Inner estimate of singularities to solutions for elastic wave propagation problems in stratified media

  S Shimizu

  COMMUNICATIONS IN MATHEMATICAL PHYSICS, Jan. 2000, Peer-reviewed

  
• Singularities of the reflected and refracted Riemann functions of elastic wave propagation problems in stratified media

  S Shimizu

  DIRECT AND INVERSE PROBLEMS OF MATHEMATICAL PHYSICS, 2000, Peer-reviewed, Invited

  
• Wave Front Sets of Solutions to Elastic Wave Propagation Problems in Stratified Media

  S. Shimizu

  RIMS Kokyuroku, 2000, Invited

  
• Singularities of Solutions to Elastic Wave Propagation Problems in Stratified Media II

  S.Shimizu

  RIMS Kokyuroku, 1998, Invited

  
• Scattering theory for elastic wave propagation problems in perturbed stratified media II

  S Shimizu

  PUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES, Sep. 1997, Peer-reviewed

  
• Singularities of Solutions to Elastic Wave Propagation Problems in Stratified Media

  S.Shimizu

  RIMS Kokyuroku, 1997, Invited

  
• Scattering Theory for Elastic Wave Propagation Problems in Perturbed Stratified Media R^3

  S. Shimizu

  Funkcialaj Ekvacioj (Serio Internacia), 1997, Peer-reviewed

  
• The limiting absorption principle for elastic wave propagation problems in perturbed stratified media R(3)

  S Shimizu

  MATHEMATICAL METHODS IN THE APPLIED SCIENCES, Feb. 1996, Peer-reviewed

  
• The Limiting Absorption Principle for Elastic Wave Propagation Problems in Pertuebed Stratified Media R^3

  S. Shimizu

  RIMS Kokyuroku, 1995, Invited

  
• Energy Distribution of the Solutions of Elastic Wave Propagation Problems in Stratified Media R^3

  S. Shimizu

  Tsukuba J. Math., 1995, Peer-reviewed

  
• Energy Distribution of the Solution of Elastic Wave Propagation Problems in Stratified Media R^3

  S. Shimizu

  RIMS Kokyuroku, 1994, Invited

  
• Eigenfunction Expansions for Elastic Wave Propagation Problems in Stratified Media R^3

  S. Shimizu

  Tsukuba J. Math., 1994, Peer-reviewed

  

Misc.

• ON THE STOKES EQUATION WITH NEWMANN BOUNDARY CONDITION (Mathematical Analysis in Fluid and Gas Dynamics)

  Shibata Yoshihiro; Shimizu Senjo

  RIMS Kokyuroku, Apr. 2005

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• END-POINT MAXIMAL $L^1$ REGULARITY FOR A CAUCHY PROBLEM TO PARABOLIC EQUATIONS (Regularity and Singularity for Partial Differential Equations with Conservation Laws)

  Ogawa Takayoshi; Shimizu Senjo

  RIMS Kokyuroku, Aug. 2015

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Presentations

• Maximal L1-regularity and its application to free boundary problems of the Navier-Stokes equations

  Senjo Shimizu

  Function Spaces, Differential Operators, and Nonlinear Analysis 2024 (FSDONA24), Germany, 25 Sep. 2024, Invited

  
• Local solvability of free boundary problems for the compressible Navier-Stokes equations in critical Besov spaces

  Senjo Shimizu

  2024 CAU-Kyoto U. Joint Workshop on Nonlinear PDEs, Korea, 29 Aug. 2024, Invited

  
• Maximal regularity and its application to free boundary problems of fluids

  Senjo Shimizu

  Catch-all Math Colloquium of Japan, 23 Jul. 2024, Invited

  
• Free boundary problems of the Navier-Stokes equations in the critical Besov space

  Senjo Shimizu

  Nonlinear Analysis A workshop in Celebration of Herbert Amann's 85th Birthday, 24 May 2024, Invited

  
• Free boundary problems for the incompressible Navier-Stokes equations in time L^1 setting

  Senjo Shimizu

  Seminar of partial differential equations in Osaka University, 19 Jan. 2024, Invited

  
• Free boundary problems of the Navier--Stokes equations based on maximal L^1-regularity

  Senjo Shimizu

  Recent Topics on the Mathematical Fluid Mechanics, Waseda University, 08 Dec. 2023, Invited

  
• Free boundary problems for the Navier--Stokes equations

  Senjo Shimizu

  Mathematics Distinguished Lecture Series 2023, Bandung, Indonesia (hybrid), 02 Dec. 2023, Invited

  
• Maximal L^1-regularity and its application to free boundary problems of the Navier--Stokes equations

  Senjo Shimizu

  Critical Phenomena in Nonlinear Partial Differential Equations, Harmonic Analysis, and Functional Inequalities, Sendai, 10 Nov. 2023, Invited

  
• Free boundary problem on incompressible two-phase flows with phase transitions

  Senjo Shimizu

  Oberwolfach Seminar: Recent topics on the Navier-Stokes equations, Germany, 22 Oct. 2023, Invited

  
• Stability of the equilibria of incompressible two-phase flows with phase transitions

  Senjo Shimizu

  Metrics and Measures, HeKKSaGOn satellite conference, Tohoku University, 29 Sep. 2023, Invited

  
• Free boundary problems of the incompressible Navier-Stokes equations in the critical Besov space

  Senjo Shimizu

  DD23, 90th anniversary of Prof. V.A. Solonnikov, St. Peterburg, Russia (hybrid), 08 Jun. 2023, Invited

  
• Free boundary problems for the incompressible fluids

  Senjo Shimizu

  Inaugural Meeting of Asian-Oceanian Women in Mathematics, ICTS, India (Hybrid), 27 Apr. 2023, Invited

  
• The Worlds Through Mathematics

  Yasuaki Hiraoka; Takuro Mochizuki; Motoko Kotani; Kenji Fukumizu; Senjo Shimizu

  京都賞シンポジウム（京都大学ー稲盛財団合同）, 12 Feb. 2023, Invited

  
• Free boundary problems for the incompressible Navier-Stokes equations in critical spaces

  Senjo Shimizu

  Mathematical Advances in Geophysical Fluid Dynamics (2246), Mathematisches Forschungsinstitut Oberwolfach, Germany, 16 Nov. 2022, Invited

  
• Free boundary problems for the incompressible Navier-Stokes equations in critical spaces

  Senjo Shimizu

  広島微分方程式研究会, 08 Oct. 2022, Invited

  
• Free boundary problems for the incompressible Navier-Stokes equations in critical spaces

  Senjo Shimizu

  Nonlinear PDE's in Fluid Dynamics, CIRM, France (Hybrid), 09 May 2022, Invited

  
• Maximal L1-regularity and a free boundary problem for the incompressible Navier-Stokes equations

  Senjo Shimizu

  Lecture series on Mathematical Fluid Dynamics in Waseda, "Maximal Regularity Theorem and Mathematical Fluid Dynamics", 10 Mar. 2021, Invited

  
• Maximal L1-regularity and a free boundary problem for the incompressible Navier-Stokes equations

  Senjo Shimizu

  Vorticity, Rotation and Symmetry (V) Global Results and Nonlocal Phenomena, CIRM (Hybrid), 30 Oct. 2020, Invited

  
• 半空間放物型方程式の初期値境界値問題に対する最大L1正則性

  清水扇丈

  東京理科大学理工学部数学科談話会, 01 Oct. 2020, Invited

  
• Maximal L1-regularity for parabolic boundary value problems with inhomogeneous data in the half-space

  Senjo Shimzu

  The Eighth Pacific RIM Conference in Mathematics, Berkeley (Online), 06 Aug. 2020, Invited

  
• Maximal L^1-regularity for the parabolic boundary value problem with inhomogeneous data in the half-space

  SHIMIZU Senjo

  Evolution Equations: Abstract and Applied Perspective, 29 Oct. 2019, Invited

  
• On stability of a Navier-Stokes-Ohm problem from plasma physics

  Jan Pruess; Senjo Shimizu

  2019年度日本数学会年会（東京工業大学）, 函数方程式論分科会, 20 Mar. 2019

  
• Global existence of solutions to 2-D Navier-Stokes flow with non-decaying initial data in half-plane

  Paolo Maremonti; Senjo Shimizu

  2019年度日本数学会年会（東京工業大学）, 函数方程式論分科会, 20 Mar. 2019

  
• Characterization of initial data in the homogeneous Best space for solutions in the Serrin class of the Navier-Stokes equations

  SHIMIZU Senjo

  RIMS Workshop``The generalizations of functions spaces and its environment", 28 Nov. 2018

  
• Characterization of initial data in the homogeneous Best space for solutions in the Serrin class of the Navier-Stokes equations

  SHIMIZU Senjo

  International Conference on PDEs from Fluids (Wuhan University, China), 26 Oct. 2018, Invited

  
• Necessary and sufficient condition on initial data for solutions in the Serrin class of the Navier-Stokes equations

  SHIMIZU Senjo

  Mathematical Fluid Mechanics and Related Topics, 05 Sep. 2018, Invited

  
• 微分方程式が語ること

  清水 扇丈

  話しmath・答えmath（東京女子大学数理科学科公開講演会）, 30 Jul. 2017, Invited

  
• Strong solutions of the Navier-Stokes equations based on the maximal Lorentz regularity theorem in Besov spaces

  S. Shimizu

  2017 the 13th KWMS International Conference (POSTECH, Korea), 22 Jun. 2017, Invited

  
• Strong solutions of the Navier-Stokes equations based on the maximal Lorentz regularity theorem in Besov spaces

  S. Shimizu

  Vorticity, Rotation and Symmetry (IV); Complex Fluids and the Issue of Regularity (CIRM, France), 11 May 2017, Invited

  
• Besov空間値の最大Lorentz正則性に基づくNavier-Stokes方程式の強解について

  小薗英雄; 清水扇丈

  日本数学会年会函数方程式論分科会, 27 Mar. 2017

  
• 減衰しない初期データに対する2次元外部Navier-Stokes流の大域解について

  P. Maremonti; 清水扇丈

  日本数学会年会函数方程式論分科会, 27 Mar. 2017

  
• 定温条件下での相転移を伴う2 相流体 について

  清水扇丈

  京都大学大学院理学研究科/数理解析研究所談話会, 05 Oct. 2016, Invited

  
• Two-phase flows with phase transitions

  S. Shimizu

  The Asian Mathematical Conference 2016 (Bari, Indonesia), 27 Jul. 2016, Invited

  
• Two-phase flows with phase transitions

  S. Shimizu

  International Conference on Navier-Stokes Equations and Related PDE ’s (Daejeon, Korea), 24 Jun. 2016, Invited

  
• Two-phase flows with phase transitions

  S. Shimizu

  International Conference on Evolution Equations (Nashville, USA), 19 May 2016

  
• What differential equations tells us

  S. Shimizu

  Miniworkshop for Women in Mathematics, 29 Mar. 2016, Invited

  
• Local existence of isothermal compressible two-phase flows with phase transitions

  S. Shimizu

  The 8th Nagoya Workshop on Differential Equations, 24 Feb. 2016, Invited

  
• Local existence of isothermal com- pressible two-phase ows with phase transitions

  S. Shimizu

  PDE2015, Weierstrass Institute for Analysis and Stochastics (Berlin, Germany), 04 Dec. 2015

  
• 相転移を伴う2相流の局所解の存在について

  J. Pruss; 清水扇丈

  日本数学会秋季総合分科会函数方程式論分科会, 16 Sep. 2015

  
• Local existence of compressible two- phase ows with phase transitions,

  S. Shimizu

  Workshop on the Navier-Stokes Equations in honor of Prof. Reinhard Farwig ’s 60th birthday (Deamstadt, Germany), 22 Apr. 2015, Invited

  
• On local existence of compressible two-phase ows with phase transitions

  S. Shimizu

  Bielefelder Stochastic Afternoon (Bielefeld, Germany), 16 Jan. 2015, Invited

  
• End-point maximal L1-regularity of the Cauchy problem for a parabolic equation

  S. Shimizu

  Vorticity, Rotation and Symmetry (III), Approaching limiting cases and fluid flow (CIRM, France), 05 May 2014, Invited

  
• Incompressible two-phase flows with phase transitions and variable surface tension

  S. Shimizu

  Mathematical Hydrodynamics and Parabolic Equations in honor of Vesvolod Solonnikov on the occasion of his 80th birthday (St. Petersburg, Russia), 12 Sep. 2013, Invited

  

Books and Other Publications

• An Introduction to Modern Mathematics: An Introduction to Nonlinear Partial Differential Equations

  Senjo Shimizu, Single work, p.4--p.9

  Gendai-Sugakusha, Oct. 2024

  
• Maximal regularity theorem

  Senjo Shimizu, Single work

  Asakura shoten, Jun. 2024

  Find Kyoto University's collection of books :

  
• Extreme values and conditional extrema of multivariate functions

  Senjo Shimizu, Single work

  数学セミナー2024年6月号, May 2024

  
• 流体方程式の自由境界問題の数学解析/人環フォーラム35

  清水 扇丈, Contributor, 流体方程式の自由境界問題の数学解析

  京都大学大学院人間・環境学研究科, Mar. 2016, Not refereed

  
• 日本の現代数学−新しい展開をめざして−

  清水 扇丈, Contributor, 流体方程式と自由境界問題

  数学書房, 小川・斉藤・中島編, 2010, Not refereed

  

Awards

• 15 Dec. 2012

  Division of Functional Equations, the Mathematical Society of Japan , Hukuhara Prize
• 21 Jan. 2014

  Shizuoka University, Excellent researcher of Shizuoka University
• 24 Mar. 2014

  The institute of Alexander von Humboldt, Germany, Friedrich Wilhelm Bessel Research Awards

External funds: Kakenhi

• End-point maximal regularity and its application to the Navier-Stokes equations

  Grant-in-Aid for Scientific Research (B)

  Basic Section 12020:Mathematical analysis-related

  Kyoto University

  清水 扇丈

  From 01 Apr. 2021, To 31 Mar. 2025, Granted

  函数方程式論;調和解析;最大正則性;Navier-Stokes方程式;自由境界問題;関数方程式;関数解析;偏微分方程式;微分幾何

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-21H00992/
• Modern Mathematical Analysis for the Fluid Dynamics

  Fund for the Promotion of Joint International Research (Fostering Joint International Research (B))

  Medium-sized Section 12:Analysis, applied mathematics, and related fields

  Kyoto University

  清水 扇丈

  From 07 Feb. 2019, To 31 Mar. 2025, Granted

  関数方程式;関数解析;実解析;調和解析;微分幾何;Navier--Stokes方程式;流体方程式

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-18KK0072/
• Nonlinear microlocal analysis for the Boltzmann equation

  Grant-in-Aid for Scientific Research (C)

  Kyoto University

  Yoshinori Morimoto

  From 01 Apr. 2017, To 31 Mar. 2023, Project Closed

  ボルツマン方程式;非切断型;多項式減衰の摂動解;ランダウ方程式;解析的平滑化効果;指数型積分演算子;対数オーダー演算子;時間大域解;指数型フーリエ演算子;対数オーダー積分型演算子;平滑効果;準楕円性;無限次退化;Debyeー湯川型ポテンシャル;Debye-湯川型ポテンシャル;初期値問題;空間非一様;解析的平滑効果;多項式オーダー摂動解;解の平滑効果;線形化作用素;非線形超局所解析;解の一意性;切断近似

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-17K05318/
• Well-posedness and stability of incompressible and compressible flows with phase transition

  Grant-in-Aid for Scientific Research (B)

  Kyoto University

  Senjo Shimizu

  From 01 Apr. 2016, To 31 Mar. 2021, Project Closed

  偏微分方程式;Navier-Stokes方程式;最大正則性;自由境界問題;関数解析;調和解析;実解析;微分幾何;時間大域的適切性;初期値問題;初期値-境界値問題;流体方程式;函数方程式論;解析学;数理解析;圧縮性粘性流体;相転移;2相流体;局所適切性;関数方程式論;関数解析学

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-16H03945/
• The Boltzmann equation without angular cutoff and nonlinear microlocal analysis

  Grant-in-Aid for Scientific Research (C)

  Kyoto University

  Yoshinori Morimoto

  From 01 Apr. 2013, To 31 Mar. 2018, Project Closed

  ボルツマン方程式;衝突積分作用素;非切断近似;解の平滑化;確率測度解;Toscani 型距離;時間大域解;非線形超局所解析;衝突積分項;平滑効果;Wasserstein 距離;Tosacani 型距離;Debye・湯川ポテンシャル;測度解;超局所解析;大域解;Besov　空間;漸近安定性;解の正則性;時間局所解

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-25400160/
• Well-posedness for nonautonomous differential systems with dissipativity structure described by metric-like functionals

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Naoki TANAKA

  From 01 Apr. 2013, To 31 Mar. 2016, Project Closed

  evolution operator;metric-like functional;connectedness condition;subtangential condition;dissipativity condition;monotone operator;Lipschitz semigroup;comparison function;dissipativity;connected condition;weak continuity;revel set;quasilinear equation;Favard class;semigroup of operators;delay equation;退化準線形発展方程式;リプシッツ発展作用素;非自励な方程式系

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-25400134/
• Elucidations on unexplored regions of problems related to the criticality of nonlinear dissipative and dispersive structures in mathematical models

  Grant-in-Aid for Scientific Research (S)

  Tohoku University

  Takayoshi Ogawa

  From 31 May 2013, To 31 Mar. 2018, Project Closed

  非線形分散型方程式;非線形消散型方程式;Navier-Stokes方程式;臨界指数;臨界問題;特異極限;最大正則性;臨界型函数不等式;Heisenbergの不確定性原理;Keller-Segel 方程式;Chern-Simon-Dirac 方程式;熱弾性方程式;非線形特異熱方程式;圧縮性Navier-Stokes方程式;Boltzmann 方程式;非線形臨界分散・消散型方程式;臨界最大正則性;非線形分散型方程式の臨界漸近挙動;ボルツマン方程式;移流拡散方程式;臨界質量;時間局所適切性;不確定性原理;シャノンの不等式;エントロピー;藤田指数;臨界非線型熱方程式;非線型熱弾性方程式;臨界函数不等式;臨界分散型方程式;漸近解析;ラマン分光モデル;非線形シュレディンガー方程式;質量共鳴;解の爆発;適切性;解の漸近挙動;臨界値;質量臨界;臨界重み空間;非線型シュレディンガー方程式;共鳴条件;非適切性;臨界適切性;変数係数放物型方程式;端点最大正則性原理;有限時刻爆発;係数共鳴;ベゾフ空間

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-25220702/
• Free boundary problems for flows with phase transitions consistent with thermodynamics based on maximal regularity theorem

  Grant-in-Aid for Scientific Research (B)

  Kyoto University;Shizuoka University

  Senjo Shimizu

  From 01 Apr. 2012, To 31 Mar. 2017, Project Closed

  数学解析;Navier-Stokes方程式;自由境界問題;最大正則性;相転移;適切性;安定性;非圧縮性粘性流体;2相流体;Lp適切性;表面張力;端点最大正則性;放物型方程式;ベソフ空間;２相問題;熱力学平衡;平衡解;コンパクト性

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-24340025/
• Construction of mathematical theory to investigate the macro structure and the mesostructure of the fluid motion

  Grant-in-Aid for Scientific Research (S)

  Waseda University

  Yoshihiro Shibata

  From 31 May 2012, To 31 Mar. 2017, Project Closed

  関数方程式;流体数学;確率解析;大域解析学;数値解析;R-有界性;安定性解析;スペースタイムアイソギオメトリック法;有限要素法

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-24224004/
• Free boundary problems of flows - kinematic undercooling and instability -

  Grant-in-Aid for Challenging Exploratory Research

  Shizuoka University

  Senjo SHIMIZU

  From 01 Apr. 2011, To 31 Mar. 2014, Project Closed

  相転移モデル;過冷却;Navier-Stokes方程式;2相問題;自由境界問題;表面張力;マランゴニ力;最大正則性;関数方程式;関数解析;非圧縮性粘性流体;Lp適切性;相転移;偏微分方程式

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-23654048/
• Study of evolution equations in the space of BV functions

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Koji KIKUCHI

  From 28 Apr. 2011, To 31 Mar. 2015, Project Closed

  函数方程式論;函数解析学

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-23540239/
• Solvability of differential equations from the point of view of the continuous dependence of solutions on their initial data

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Naoki TANAKA

  From 01 Apr. 2010, To 31 Mar. 2013, Project Closed

  リプシッツ作用素半群;半線形発展方程式;準線形発展方程式;距離に似た汎関数;正則半群;安定性条件;近似定理;projection method;mild solution;移流拡散方程式系;maximal solution;ボルテラ方程式;Product formula;Analytic semigroup;Fractional power;Fractional step method;Semiliear evolution equation of parabolic type;Semigroup of Lipschitz operators;semilinear equation;quasilinear equation;product formula;growth condition;metric-like functional;convex functional;Zakharov equation;discrete semigroup

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-22540183/
• Maximal regularity theory and its application

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Senjo SHIMIZU

  From 01 Apr. 2008, To 31 Mar. 2011, Project Closed

  最大正則性;自由境界問題;ナビエ-ストークス方程式;R-有界性;フーリエ・マルチプライヤーの定理;Navier-Stokes方程式;表面張力;Fourier-multiplierの定理;UMD空間;R-boundedness;斉次Besov空間;Hardy空間

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-20540164/
• 新領域科目「かたちの数理科学」と博士課程後期における数理科学教育

  Grant-in-Aid for Exploratory Research

  Shizuoka University

  小山 晃

  From 01 Apr. 2007, To 31 Mar. 2009, Project Closed

  かたちの数理科学;大学院教育;野生的空間;トポロジー;かたちの数理科目

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-19650224/
• Study of problems in calculus of variations, differential equations, and other areas involving minimizing movements

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Koji KIKUCHI

  From 01 Apr. 2007, To 31 Mar. 2011, Project Closed

  ミニマイジング・ムーブメント;変分問題;非線形偏微分方程式;発展方程式;幾何学的測度論

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-19540212/
• The approach of an analytic semigroup for free boundary problems of viscous compressible fluids

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Senjo SHIMIZU

  From 01 Apr. 2005, To 31 Mar. 2007, Project Closed

  自由境界問題;解析的半群;Lp最大正則性;Stokes方程式;Navier-Stokes方程式;R-boundedness;Fourier multiplierの定理;非圧縮性粘性流体;最大正則性;ストークス方程式;準線形方程式;2相流体;ノイマン境界条件, Free boundary problems;Analytic semigroups;Lp-maximal regularity;Stokes equations;Navier-Stokes equations;R-boundedness;Fourier multiplier theorem

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-17540156/
• Study of evolution equations from the aspects of the theory of minimizing movements

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Koji KIKUCHI

  From 01 Apr. 2004, To 31 Mar. 2007, Project Closed

  ミニマイジング・ムーブメント;非線形偏微分方程式;発展方程式;幾何学的測度論;変分問題;非線形へ偏微分方程式, minimizing movement;nonlinear partial differential equations;evolution equtions;geometric measure theory;variational problems

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-16540186/
• Study of the stability of solutions to some nonlinear evolution equations based on recent development of real analysis

  Grant-in-Aid for Scientific Research (B)

  Waseda University

  Yoshihiro SHIBATA

  From 01 Apr. 2003, To 31 Mar. 2007, Project Closed

  Stokes方程式;Neumann問題;最大正則性原理;Navier-Stokes方程式;自由境界問題;回転する物体;perturbed half-space;Oseen equation;数学;基礎解析学, Stokes equation;Neumann problem;Maximal regularity;Navier-Stokes equation;free boundary problem;flow past rotating body;perturbed half-space;Oseen equation

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-15340204/
• Analysis of gradient flow equations and Lagrange equations of action integrals associated to quasiconvex functionals

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Koji KIKUCHI

  From 01 Apr. 2002, To 31 Mar. 2004, Project Closed

  偏微分方程式;変分問題;準凸性, partial differential equations;variational problems;quasiconvexity

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-14540202/
• Mathematical analysis of interface problems in mathematical physics

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Senjo SHIMIZU

  From 01 Apr. 2002, To 31 Mar. 2005, Project Closed

  ストークス方程式;ノイマン境界条件;レゾルベント問題;Lp評価;解析的半群;Lp-Lq評価;自由境界問題;局所エネルギー減衰;最大正則性;自由境界値問題;有界領域;外部領域;界面問題;L_p評価;非有界領域, Stokes Equations;Neumann boundary condition;Resolvent problems;L_p estimates;Analytic semigroups;L_p-L_q estimates;Free boundary problems;Local energy decay

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-14540171/
• 弾性体及び流体の界面問題に関する研究

  Grant-in-Aid for Encouragement of Young Scientists (A)

  Shizuoka University

  清水 扇丈

  From 01 Apr. 2000, To 31 Mar. 2002, Project Closed

  ストークス方程式;レゾルベント問題;界面問題;L_p評価;内部領域;非有界領域;弾性方程式;外部領域

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-12740088/
• Research in evolution equations related to variational problems

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  Koji KIKUCHI

  From 01 Apr. 2000, To 31 Mar. 2002, Project Closed

  変分問題;非線形偏微分方程式;幾何学的測度論, variational problems;nonlinear partial differential equations;geometric measure theory

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-12640205/
• Real analytic approach to the stability theory of nonlinear evolution equations

  Grant-in-Aid for Scientific Research (B)

  Waseda University

  Yoshihiro SHIBATA

  From 01 Apr. 2000, To 31 Mar. 2004, Project Closed

  Oseen方程式;平行平板中の流れ;ストークス作用素;流れの安定性;レゾルベント問題;非圧縮性粘性流体;圧縮性粘性流体;自由境界値問題;数学;基礎解析;n-dim. Navier-Stokes equation;Stability;Ossen equation;Compressible fluid;2 phase problem for the Stokes eq.;Ginzuburg-Landau-Maxwell eq.;Perfect wall conditon;Stokes eq. in the half space;Infinite layer domain;Ginzburg-Landau方程式;定常解の安定性;Perfect wall condition;Stokes方程式;オゼン方程式;ストークス方程式;弾性体の方程式;2相問題;安定性;重み付き評価, Oseen equation;Flew in the infinite layer;Stokes operator;Stability of the flew;Resolvent problem;Incompressible viscous fluid flow;Compressible viscous fluid flow;Free boundary value problem

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-12440045/
• 層状媒質における弾性波伝播問題

  Grant-in-Aid for Encouragement of Young Scientists (A)

  Shizuoka University

  清水 扇丈

  From 01 Apr. 1997, To 31 Mar. 1999, Project Closed

  弾性波;層状媒質;波面集合

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-09740098/
• An application of real aualytical wethad to nonlinear evolution eguations

  Grant-in-Aid for Scientific Research (B)

  Waseda University

  Yoshihiro SHIBATA

  From 01 Apr. 1997, To 31 Mar. 2000, Project Closed

  3次元外部領域;Navier-Stokes方程式;physically reasonable solution;安定性;2次元外部領域;L_p-L_q評価;Stokes半群;Oseen半群;非圧縮性粘性流体;圧縮性粘性流体;L_空間;diffusion wave;2相問題;Ginzburg-Landau方程式;非定常問題の安定性;定常問題;楕円型評価;Besov空間;Littlewood-Payley分解;外部問題;L_p-L_q decay評価;漸近挙動;実解析, 3 dim. Exterior Domain;Navier-Stokes Equation;Physically Reasonable Solution;Stability;2 dim. Exterior Domain;LィイD2pィエD2-LィイD2qィエD2 estimate;Stokes semigroup;Oseen semigroup

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-09440047/
• 層状媒質における弾性波伝播問題

  Grant-in-Aid for Encouragement of Young Scientists (A)

  Shizuoka University

  清水 扇丈

  From 01 Apr. 1996, To 31 Mar. 1997, Project Closed

  弾性波伝播問題;層状媒質;特異性

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-08740097/
• 超準解析に基づく多様体上の確率力学系とその関連分野の研究

  Grant-in-Aid for Scientific Research (C)

  Shizuoka University

  明山 浩

  From 01 Apr. 1996, To 31 Mar. 1997, Project Closed

  超準解析;多様体;確率力学系;超有限乱歩

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-08640268/
• End-ponit maximal regularity and its application to the Navier-Stokes equations

  Grant-in-Aid for Scientific Research (B)

  Basic Section 12020:Mathematical analysis-related

  Kyoto University

  清水 扇丈

  From 01 Apr. 2021, To 31 Mar. 2025, Granted

  函数方程式論;調和解析;最大正則性;Navier-Stokes方程式;自由境界問題;関数方程式;関数解析;Navier－Stokes方程式;偏微分方程式;微分幾何

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-23K20804/
• 最大正則性定理に基づく流体方程式の自由境界問題の解析

  Grant-in-Aid for Scientific Research (B)

  Basic Section 12020:Mathematical analysis-related

  Kyoto University

  清水 扇丈

  From 01 Apr. 2025, To 31 Mar. 2030, Adopted

  https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-25K00916/

External funds: others

• 平成26年度特定国派遣研究者採用：派遣先国ドイツ：短期

  From 01 Nov. 2014, To 18 Dec. 2014

  清水扇丈

Education

Teaching subject(s)

• From 01 Apr. 2025, To 31 Mar. 2026

  Topics in Analysis F

  0288, Spring, Graduate School of Science, 2
• From 01 Apr. 2025, To 31 Mar. 2026

  Analysis II

  3145, Fall, Faculty of Science, 4
• From 01 Apr. 2025, To 31 Mar. 2026

  Seminar on Differential Equations D

  0543, Fall, Graduate School of Science, 3
• From 01 Apr. 2025, To 31 Mar. 2026

  Seminar on Differential Equations C

  0542, Spring, Graduate School of Science, 3
• From 01 Apr. 2025, To 31 Mar. 2026

  Seminar on Differential Equations B

  0541, Fall, Graduate School of Science, 3
• From 01 Apr. 2025, To 31 Mar. 2026

  Seminar on Differential Equations A

  0540, Spring, Graduate School of Science, 3
• From 01 Apr. 2025, To 31 Mar. 2026

  Calculus with Exercises A

  N149, Spring, Institute for Liberal Arts and Sciences, 3
• From 01 Apr. 2024, To 31 Mar. 2025

  Forefront of Mathematics and Mathematical Science II

  4139, Fall, Faculty of Science, 2
• From 01 Apr. 2024, To 31 Mar. 2025

  Seminar on Differential Equations A

  0540, Spring, Graduate School of Science, 3
• From 01 Apr. 2024, To 31 Mar. 2025

  Seminar on Differential Equations D

  0543, Fall, Graduate School of Science, 3
• From 01 Apr. 2023, To 31 Mar. 2024

  Seminar on Differential Equations A

  0540, Spring, Graduate School of Science, 3
• From 01 Apr. 2023, To 31 Mar. 2024

  Seminar on Differential Equations B

  0541, Fall, Graduate School of Science, 3
• From 01 Apr. 2023, To 31 Mar. 2024

  Calculus with Exercises B

  N150, Fall, Institute for Liberal Arts and Sciences, 3
• From 01 Apr. 2023, To 31 Mar. 2024

  Calculus with Exercises A

  N149, Spring, Institute for Liberal Arts and Sciences, 3
• From 01 Apr. 2023, To 31 Mar. 2024

  Graduate Lecture in Partial Differential Equations

  0406, Spring, Graduate School of Science, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Partial Differential Equations

  8118, Spring, Faculty of Science, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Forefront of Mathematics and Mathematical Science II

  4139, Fall, Faculty of Science, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Research in Human and Environmental Studies II

  KK23, Year-long, Graduate School of Human and Environmental Studies, 4
• From 01 Apr. 2023, To 31 Mar. 2024

  Research in Human and Environmental Studies I

  KK22, Year-long, Graduate School of Human and Environmental Studies, 4
• From 01 Apr. 2023, To 31 Mar. 2024

  Human Coexistence II

  1002, Year-long, Graduate School of Human and Environmental Studies, 4
• From 01 Apr. 2023, To 31 Mar. 2024

  Human Coexistence I

  1001, Year-long, Graduate School of Human and Environmental Studies, 4
• From 01 Apr. 2023, To 31 Mar. 2024

  Advanced Seminar in Human and Environmental Studies 2

  RR06, Fall, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Advanced Seminar in Human and Environmental Studies 1

  RR05, Spring, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Advanced Research in Human and Environmental Studies II

  RR04, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Special Seminar in Human and Environmental Studies

  RR07, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Special seminar on mathematics of phenomena 1

  O021, Spring, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Advanced Studies of Human Coexistence II

  O002, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Advanced Studies of Human Coexistence I

  O001, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Advanced Research in Human and Environmental Studies I

  RR03, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Special seminar on mathematical science

  O034, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2023, To 31 Mar. 2024

  Special seminar on mathematics of phenomena 2

  O022, Fall, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Calculus with Exercises B

  N150, Fall, Institute for Liberal Arts and Sciences, 3
• From 01 Apr. 2022, To 31 Mar. 2023

  Advanced Linear Algebra

  N130, Spring, Institute for Liberal Arts and Sciences, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Human Coexistence I

  1001, Year-long, Graduate School of Human and Environmental Studies, 4
• From 01 Apr. 2022, To 31 Mar. 2023

  Special seminar on mathematical science

  O034, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Human Coexistence II

  1002, Year-long, Graduate School of Human and Environmental Studies, 4
• From 01 Apr. 2022, To 31 Mar. 2023

  Reserch in Mathematical Science

  8269, Year-long, Faculty of Integrated Human Studies, 8
• From 01 Apr. 2022, To 31 Mar. 2023

  Advanced Calculus I - Vector Calculus

  N124, Spring, Institute for Liberal Arts and Sciences, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Seminar on Mathematics of Phenomena 3B

  D031, Fall, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Advanced Studies of Human Coexistence I

  O001, Year-long, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Seminar on Mathematics of Phenomena 3A

  D030, Spring, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Advanced Calculus II - Differential Equations

  N125, Fall, Institute for Liberal Arts and Sciences, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Special seminar on mathematics of phenomena 1

  O021, Spring, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Basic Seminar on Mathematical Sciences

  D014, Spring, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Introduction to Mathematical Information Science

  0057, Spring, Faculty of Integrated Human Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Special seminar on mathematics of phenomena 2

  O022, Fall, Graduate School of Human and Environmental Studies, 2
• From 01 Apr. 2022, To 31 Mar. 2023

  Advanced Studies of Human Coexistence II

  O002, Year-long, Graduate School of Human and Environmental Studies, 2
• From Apr. 2015, To Mar. 2016

  Advanced Studies of Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Advanced Studies of Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Calculus A

  Spring, 全学共通科目
• From Apr. 2015, To Mar. 2016

  Calculus B

  Fall, 全学共通科目
• From Apr. 2015, To Mar. 2016

  Basic Mathematics IA

  Spring, 全学共通科目
• From Apr. 2015, To Mar. 2016

  Basic Mathematics IB

  Fall, 全学共通科目
• From Apr. 2015, To Mar. 2016

  Applied Analysis B

  Fall, 総合人間学部
• From Apr. 2015, To Mar. 2016

  Basic Seminar on Mathematical Sciences

  Spring, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Special seminar on mathematical science

  Year-long, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Reserch in Mathematical Science

  Year-long, 総合人間学部
• From Apr. 2015, To Mar. 2016

  Seminar on Mathematics of Phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Seminar on Mathematics of Phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Special seminar on mathematics of phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Special seminar on mathematics of phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2015, To Mar. 2016

  Introduction to Linguistic and Mathematical Information Science

  Spring, 総合人間学部
• From Apr. 2015, To Mar. 2016

  Nonlinear Phenomena

  Fall, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Advanced Studies of Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Advanced Studies of Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Calculus with Exercises A

  Spring, 全学共通科目
• From Apr. 2016, To Mar. 2017

  Calculus with Exercises B

  Fall, 全学共通科目
• From Apr. 2016, To Mar. 2017

  Seminar in Mathematics and Informatics

  Fall, 総合人間学部
• From Apr. 2016, To Mar. 2017

  Basic Seminar on Mathematical Sciences

  Spring, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Special seminar on mathematical science

  Year-long, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Reserch in Mathematical Science

  Year-long, 総合人間学部
• From Apr. 2016, To Mar. 2017

  Seminar on Mathematics of Phenomena 3A

  Spring, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Seminar on Mathematics of Phenomena 3B

  Fall, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Special seminar on mathematics of phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Special seminar on mathematics of phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2016, To Mar. 2017

  Introduction to Linguistic and Mathematical Information Science

  Spring, 総合人間学部
• From Apr. 2016, To Mar. 2017

  Nonlinear Phenomena

  Fall, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Advanced Studies of Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Advanced Studies of Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Calculus with Exercises A

  Spring, 全学共通科目
• From Apr. 2017, To Mar. 2018

  Calculus with Exercises B

  Fall, 全学共通科目
• From Apr. 2017, To Mar. 2018

  Applied Analysis A

  Spring, 総合人間学部
• From Apr. 2017, To Mar. 2018

  Basic Seminar on Mathematical Sciences

  Spring, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Special seminar on mathematical science

  Year-long, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Reserch in Mathematical Science

  Year-long, 総合人間学部
• From Apr. 2017, To Mar. 2018

  Seminar on Mathematics of Phenomena 3A

  Spring, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Seminar on Mathematics of Phenomena 3B

  Fall, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Special seminar on mathematics of phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Special seminar on mathematics of phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2017, To Mar. 2018

  Linear Algebra with Exercises A

  Spring, 全学共通科目
• From Apr. 2017, To Mar. 2018

  Linear Algebra with Exercises B

  Fall, 全学共通科目
• From Apr. 2017, To Mar. 2018

  Nonlinear Phenomena

  Spring, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Advanced Studies of Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Advanced Studies of Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Advanced Calculus I - Vector Calculus

  Spring, 全学共通科目
• From Apr. 2018, To Mar. 2019

  Calculus with Exercises B

  Fall, 全学共通科目
• From Apr. 2018, To Mar. 2019

  Basic Seminar on Mathematical Sciences

  Spring, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Special seminar on mathematical science

  Year-long, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Reserch in Mathematical Science

  Year-long, 総合人間学部
• From Apr. 2018, To Mar. 2019

  Seminar on Mathematics of Phenomena 3A

  Spring, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Seminar on Mathematics of Phenomena 3B

  Fall, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Special seminar on mathematics of phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Special seminar on mathematics of phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2018, To Mar. 2019

  Advanced Linear Algebra

  Spring, 全学共通科目
• From Apr. 2018, To Mar. 2019

  Linear Algebra with Exercises A

  Spring, 全学共通科目
• From Apr. 2018, To Mar. 2019

  Linear Algebra with Exercises B

  Fall, 全学共通科目
• From Apr. 2018, To Mar. 2019

  Introduction to Linguistic and Mathematical Information Science

  Spring, 総合人間学部
• From Apr. 2019, To Mar. 2020

  Advanced Studies of Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Advanced Studies of Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Advanced Calculus I - Vector Calculus

  Spring, 全学共通科目
• From Apr. 2019, To Mar. 2020

  Calculus with Exercises A

  Spring, 全学共通科目
• From Apr. 2019, To Mar. 2020

  Calculus with Exercises B

  Fall, 全学共通科目
• From Apr. 2019, To Mar. 2020

  Applied Analysis A

  Spring, 総合人間学部
• From Apr. 2019, To Mar. 2020

  Basic Seminar on Mathematical Sciences

  Spring, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Special seminar on mathematical science

  Year-long, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Reserch in Mathematical Science

  Year-long, 総合人間学部
• From Apr. 2019, To Mar. 2020

  Seminar on Mathematics of Phenomena 3A

  Spring, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Seminar on Mathematics of Phenomena 3B

  Fall, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Special seminar on mathematics of phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Special seminar on mathematics of phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2019, To Mar. 2020

  Advanced Linear Algebra

  Spring, 全学共通科目
• From Apr. 2019, To Mar. 2020

  Introduction to Linguistic and Mathematical Information Science

  Spring, 総合人間学部
• From Apr. 2019, To Mar. 2020

  Nonlinear Phenomena

  Spring, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Advanced Studies of Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Advanced Studies of Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Advanced Calculus I - Vector Calculus

  Spring, 全学共通科目
• From Apr. 2020, To Mar. 2021

  Calculus with Exercises B

  Fall, 全学共通科目
• From Apr. 2020, To Mar. 2021

  Basic Seminar on Mathematical Sciences

  Spring, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Special seminar on mathematical science

  Year-long, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Reserch in Mathematical Science

  Year-long, 総合人間学部
• From Apr. 2020, To Mar. 2021

  Seminar on Mathematics of Phenomena 3A

  Spring, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Seminar on Mathematics of Phenomena 3B

  Fall, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Special seminar on mathematics of phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Special seminar on mathematics of phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2020, To Mar. 2021

  Advanced Linear Algebra

  Spring, 全学共通科目
• From Apr. 2020, To Mar. 2021

  Introduction to Linguistic and Mathematical Information Science

  Spring, 総合人間学部
• From Apr. 2021, To Mar. 2022

  Advanced Studies of Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Advanced Studies of Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Human Coexistence I

  Year-long, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Human Coexistence II

  Year-long, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Advanced Calculus II - Differential Equations

  Fall, 全学共通科目
• From Apr. 2021, To Mar. 2022

  Advanced Calculus I - Vector Calculus

  Spring, 全学共通科目
• From Apr. 2021, To Mar. 2022

  Calculus with Exercises B

  Fall, 全学共通科目
• From Apr. 2021, To Mar. 2022

  Introduction to Mathematical Information Science

  Spring, 総合人間学部
• From Apr. 2021, To Mar. 2022

  Applied Analysis A

  Spring, 総合人間学部
• From Apr. 2021, To Mar. 2022

  Basic Seminar on Mathematical Sciences

  Spring, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Special seminar on mathematical science

  Year-long, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Reserch in Mathematical Science

  Year-long, 総合人間学部
• From Apr. 2021, To Mar. 2022

  Seminar on Mathematics of Phenomena 3A

  Spring, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Seminar on Mathematics of Phenomena 3B

  Fall, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Special seminar on mathematics of phenomena 1

  Spring, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Special seminar on mathematics of phenomena 2

  Fall, 人間・環境学研究科
• From Apr. 2021, To Mar. 2022

  Advanced Linear Algebra

  Spring, 全学共通科目
• From Apr. 2021, To Mar. 2022

  Nonlinear Phenomena

  Spring, 人間・環境学研究科

Participation in PhD Defense

• Mathematical analysis of global solutions to the Boltzmann equation　　　　　　　　　　　　　（ボルツマン方程式の大域解の数理解析）

  坂本　祥太, Chief Examiner

  23 Mar. 2017

Participation in PhD Defenses (other than KU)

• On local Lp-Lq well-posedness of incompressible two phase flows with phase transitions

  Shintaro Yagi, Shizuoka University, Japan, Chief Examiner

  21 Mar. 2014

Administration

School management (title, position)

• From 01 Apr. 2022, To 31 Mar. 2023

  国際高等教育院 企画評価専門委員会 数学部会 委員
• From 01 May 2017, To 31 Mar. 2019

  国際高等教育院 企画評価専門委員会 数学部会 委員
• From 01 Apr. 2019

  大学評価委員会 委員
• From 01 Apr. 2017, To 31 Mar. 2019

  男女共同参画推進本部会議　委員
• From 01 Apr. 2019, To 31 Mar. 2020

  大学評価委員会 委員

Faculty management (title, position)

• From 01 Apr. 2024, To 31 Mar. 2025

  理学研究科専攻長会議構成員
• From 01 Apr. 2024, To 31 Mar. 2025

  理学研究科将来計画委員会委員
• From 01 Apr. 2023, To 31 Mar. 2024

  理学研究科将来計画委員会委員
• From 01 Apr. 2023, To 31 Mar. 2025

  理学研究科サイエンス連携探索センター（SACRA）運営協議会委員
• From 01 Apr. 2023, To 31 Mar. 2024

  理学研究科専攻長会議構成員
• From 01 Apr. 2023, To 31 Mar. 2024

  理学研究科危機管理委員会委員
• From 01 Apr. 2016, To 31 Mar. 2017

  講座教務委員
• From 01 Apr. 2017, To 31 Mar. 2018

  大学院教務委員会委員
• From 01 Apr. 2017, To 31 Mar. 2018

  人権委員会委員
• From 01 Apr. 2017, To 31 Mar. 2018

  大学院入試電算機担当
• From 01 Apr. 2018, To 31 Mar. 2019

  人権委員会委員
• From 01 Apr. 2018, To 31 Mar. 2019

  大学院入試電算機担当委員
• From 01 Apr. 2018, To 31 Mar. 2019

  学生相談室運営会議委員
• From 01 Apr. 2019, To 31 Mar. 2020

  人権委員会委員
• From 01 Apr. 2019, To 31 Mar. 2020

  大学院入試電算機担当委員
• From 01 Apr. 2019, To 31 Mar. 2020

  学生相談室運営会議委員
• From 01 Apr. 2019, To 31 Mar. 2020

  講座分野責任者
• From 01 Apr. 2020, To 31 Mar. 2021

  大学院教務委員会委員
• From 01 Apr. 2020, To 31 Mar. 2021

  人権委員会委員
• From 01 Apr. 2020, To 31 Mar. 2021

  将来構想検討委員会委員
• From 01 Apr. 2020, To 31 Mar. 2021

  大学院入試電算機担当委員
• From 01 Apr. 2020, To 31 Mar. 2021

  学生相談室運営会議委員
• From 01 Apr. 2021, To 31 Mar. 2022

  将来構想検討委員会委員
• From 01 Apr. 2021, To 31 Mar. 2022

  大学院入試電算機担当委員
• From 01 Apr. 2022, To 31 Mar. 2023

  大学院入試電算機担当 委員

Academic, Social Contribution

Committee Memberships

• From Nov. 2023, To Present

  Editorial Board, La Matematica
• From Jan. 2019, To Present

  Editorial Board, SN Partial Differential Equations and Applications
• From Oct. 2017, To Present

  Associate member, The Science Council of Japan
• From Jul. 2021, To Jan. 2022

  Selection Committee, King Faisal Prize in Science (Saudi Arabia)
• From Jan. 2021, To Aug. 2021

  Scientific Committee, The World Meeting for Women in Mathematics (WM)^2, IMU’s CWM as a satellite event of ICM
• From Jun. 2023, To Present

  The acting chairperson, The Mathematical Society of Japan
• From Jun. 2017, To Present

  Board of Director, The Mathematical Society of Japan
• From Jun. 2021, To May 2023

  President, The Mathematical Society of Japan
• From Mar. 2013, To Mar. 2017

  Committee member, Division of Functional Equations, the mathematical society of Japan