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Talking in International Workshop, Conference, Seminar


Presentation in Conference/Workshop

  1. Masashi Mizuno (Nihon University),
    Long-time asymptotic behavior of the dissipation for spatial inhomogeneous Fokker-Planck equations,
    Geometric Aspects of Partial Differential Equations, 9--11 Dec. 2024 (Talking 11 Dec. 2024).
  2. Masashi Mizuno (Nihon University),
    Recent Study for Evolution of Grain Boundaries Including Dynamic Lattice Misorientations and Triple Junction Drag,
    Mathematics of Multiscale and Multiphysics Phenomena in Materials Science, 16--21 Jun. 2024 (Talking 18 Jun. 2024).
  3. Masashi Mizuno (Nihon University),
    Extension of the entropy dissipation method to inhomogeneous non-linear Fokker-Planck equations,
    The 81st Fujihara seminar, Mathematical Aspects for Interfaces and Free Boundaries, 2--7 Jun. 2024 (Talking 6 Jun. 2024).
  4. Masashi Mizuno (Nihon University), Yekaterina Epshteyn (University of Utah), Chun Liu (Illinois Institute of Technology), and Chang Liu (University of Utah),
    Entropy dissipation methods for Nonlinear inhomogeneous Fokker-Planck models,
    Minisymposia "Mathematical Aspects of Multiscale Phenomena in Materials and Complex Fluids" on 10th International Congress on Industrial and Applied Mathematics, 23 Aug. 2023.
  5. Yekaterina Epshteyn (University of Utah), Katayun Barmak (Columbia University), Chun Liu (Illinois Institute of Technology), and Masashi Mizuno (Nihon University),
    New perspectives on modeling and analysis of grain growth in polycrystals,
    Minisymposia "Mathematical Aspects of Multiscale Phenomena in Materials and Complex Fluids" on 10th International Congress on Industrial and Applied Mathematics, 23 Aug. 2023.
  6. Masashi Mizuno (Nihon University),
    A stochastic model of grain boundary motion,
    Mathematical Aspects for Interfaces and Free Boundaries, 7 Jun. 2023.
  7. Masashi Mizuno (Nihon University), and Keisuke Takasao (Kyoto University),
    A curve shortening equation with time-dependent mobility related to grain boundary motions,
    SIAM Conference on Mathematical Aspects of Materials Science(MS21), 21 May 2021.
  8. Masashi Mizuno (Nihon University), Yekaterina Epshteyn (University of Utah) and Chun Liu (Illinois Institute of Technology),
    Evolution of grain boundaries with dynamic lattice orientations and triple junction drag,
    SIAM Conference on Mathematical Aspects of Materials Science(MS21), 17 May 2021.
  9. Masashi Mizuno (Nihon University), Yekaterina Epshteyn (University of Utah) and Chun Liu (Illinois Institute of Technology),
    Dynamics of Grain Boundaries with Evolving Lattice Orientations and Triple Junctions,
    SIAM Conference on Analysis of Partial Differential Equations (PD19), 13 Dec. 2019
  10. Masashi Mizuno (Nihon University),
    Mathematical modeling of grain boundary motion including dynamic misorientations and triple junction drag,
    The 84th Midwest PDE Seminar, 27 Oct. 2019.
  11. Masashi Mizuno (Nihon University),
    "Gradient estimates for mean curvature flow with Neumann boundary conditions,"
    Theory of evolution equations and applications to nonlinear problems (RIMS 研究集会「発展方程式論とその非線形解析への応用」), Kyoto University, 12 Oct. 2016.
  12. Masashi Mizuno (Nihon University),
    "Existence of Brakke's flow with Neumann boundary conditions,"
    Workshop on PDE in Sendai(仙台偏微分方程式研究集会), Tohoku Univeristy, 27 May 2016.
  13. Masashi Mizuno (Nihon University),
    "Brakke's mean curvature flow with Neumann boundary conditions,"
    Workshop on Potential theory 2015(2015年度ポテンシャル論研究集会), Meijo University, 22 Sep. 2015.
  14. Masashi Mizuno (Nihon University),
    "Convergence of the Allen-Cahn equation with Neumann boundary conditions on convex domains,"
    One-day workshop on geometric variational problems, Hokkaido University, 30 Nov. 2013.
  15. Masashi Mizuno (Nihon University),
    "Boundary behavior of the singular limit of the Allen-Cahn equation on convex domains,"
    Workshop on nonlinear partial differential equations --Japan-China joint project for young mathematicians 2013, Ryukoku University, 26 Oct. 2013.
  16. Masashi Mizuno (Nihon University),
    "Weak mean curvature flow and boundary monotonicity formula for the Allen-Cahn equation,"
    Harmonic analysis and PDEs on manifolds, Chuo University, 20 Apr. 2013. slide
  17. Masashi Mizuno (Hokkaido University),
    "Boundary monotonicity formula for the Allen-Cahn equation,"
    The 13th Northeastern Symposium on Mathematical Analysis (第13回北東数学解析研究集会), Hokkaido University, 17--18 Feb. 2012.
  18. Masashi Mizuno (Hokkaido University),
    "H\"older regularity for solutions of the evolutional p-Laplace equation with external forces,"
    The 7th HU and SNU Symposium on Mathematics - Recent developments in mathematical analysis and related fields - as a part of The 14th HU-SNU Joint Symposium, Seoul National University, 17 Nov. 2011. slide
  19. Masashi Mizuno (Tohoku University),
    "Regularity and asymptotic behavior for solutions to the Keller-Segel system of degenerate type,"
    The 3rd workshop on elliptic and parabolic differential equations in Sendai (第3回 仙台楕円型放物型微分方程式研究集会), Tohoku University, 03--04 Dec. 2010.
  20. Masashi Mizuno (Tohoku University),
    "H\"older estimates for solutions of some degenerate parabolic equation and its application,"
    The 11th Northeastern Symposium on Mathematical Analysis (第11回北東数学解析研究集会), Hokkaido University, 22--23 Feb. 2010.
  21. Masashi Mizuno (Tohoku University),
    "H\"older continuity for some degenerate parabolic equation and its application,"
    RIMS conference "Nonlinear evolution equations and mathematical modeling" (RIMS研究集会「非線形発展方程式と現象の数理」), Kyoto University, 20--23 Oct. 2009.
  22. Masashi Mizuno (Tohoku University),
    "Harnack estimates for some nonlinear parabolic equation related to the mean curvature flow,"
    Non-linear PDEs and its application (非線形偏微分方程式とその応用), Kobe University, 10 Jan. 2008.
  23. Masashi Mizuno (Tohoku University),
    "Regularity estimates for some nonlinear parabolic equation related to the mean curvature flow,"
    Nonlinear Analysis of Curves and Surfaces (曲線と曲面の非線形解析), Saitama university, 25--27 Dec. 2007 (Talking 26 Dec. 2007).

Presentation in Seminar

  1. "The Simon-Łojasiewicz gradient inequality for a PDE related to grain boundary motion," Multiscale modeling & computation seminar, Illinois Institute of Technology, 29 Aug. 2023.
  2. "Fokker-Planck model of grain boundary motion," Seminar at The Institute of Computational and Modeling Science, National Tsing Hua University, 21 Mar. 2023.
  3. "Grain boundary motion with time-dependent misorientation and mobility effects," Applied Mathematics Seminar, 9 Sep. 2019.
  4. "Grain boundary motion with time-dependent misorientation and mobility effects," Multi-scale seminar, Illinois Institute of Technology, 3 Sep. 2019.
  5. "A thermodynamic approach to evolution of grain boundaries," Multi-scale seminar, Illinois Institute of Technology, 12 Sep. 2018.
  6. "Evolution of grain boundaries with lattice orientations and triple junctions effect," Applied Mathematics Seminar, The University of Utah, 5 Feb. 2018.
  7. "Singular Limit of the Allen-Chan Equation with Neumann Boundary Conditions," Stochastic & Multiscale Modeling and Computation Seminar, Illinois Institute of Technology, 21 Sep. 2017.
  8. "Brakke’s MCF with Neumann boundary conditions," Summer School 2015, Geometric measure theory and calculus of variations: theory and applications, 19 Sep. 2015.
  9. "H\"older estimates for solutions of the porous medium equation with external forces," Geometrisen analyysin seminaari, University of Helsinki, 11 Feb. 2011.
  10. "H\"older estimates for solutions of the porous medium equation with external forces," Analyysin lukupiiri, Aalto University (TKK), 20 Jan. 2011.

Poster Session

  1. "Convergence of the Allen-Cahn equation with Neumann boundary conditions," Mathematics for Nonlinear Phenomena: Analysis and Computation ‐International Conference in honor of Professor Yoshikazu Giga on his 60th birthday‐, Sapporo Convention Center, 16--18 Aug. 2015.
  2. "Boundary monotonicity formula for the evolutional Allen-Cahn equation with Neumann boundary condition," Variational Methods for Evolving Objects , Hokkaido University, 30 Jul. -- 3 Aug. 2012.
  3. "Harnack estimates for some nonlinear parabolic equation related to the mean curvature flow," The 1st GCOE international symposium, Tohoku University, 5--7 Mar. 2009.
  4. "Harnack estimates for some nonlinear parabolic equation related to the motion by mean curvature," Third Euro-Japanese workshop on blow-up, Tohoku University, 08--12 Sep. 2008.
  5. "Harnack estimates for some semilinear parabolic equation related to the mean curvature flow," 6th International Symposium on Exploring New Science by Bridging Particle-Matter Hierarchy, Tohoku University, 13--15 Dec. 2007.
  6. "Regularity estimates for some nonlinear parabolic equation related to the mean curvature flow," Asia Science Forum, Sendai International center, 10--11 Sep. 2007.
  7. "Harnack estimates for some semilinear parabolic equation related to the mean curvature flow," Nonlinear Dispersive Equations, Johns Hopkins University, 14--18 Mar. 2007.
  8. "Harnack estimates for some semilinear parabolic equation related to the mean curvature flow," The 8th Northeastern Symposium on Mathematical Analysis, Tohoku University, 19--20 Feb. 2007.
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Last update: 02 Jul. 2024 made by Masashi Mizuno