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J-GLOBAL ID：200901061759089445 Update date: Sep. 19, 2024

YAMAZAKI, Mitsuru

ヤマザキ,ミツル ミツル | YAMAZAKI, Mitsuru
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Lectures and oral presentations (77)

  • Entropy solutions of the Euler equation with initial data including the vacuum state
    (Seminar of Differential Equations, Osaka University 2010)
  • A new formulation of the compensated compactness
    (Mini Course Lecture in Workshop on Partial Differential Equations 2010 2010)
  • Introduction to the theory on compensated compactness
    ("HYKE (HYperbolic and KinEtic) Seminar, 集中講義 (Series of lectures), Department of Mathematical Sciences, Seoul National University, Seoul, Korea" 2008)
  • Lp-stability estimate for the space-inhomogeneous discrete velocity Boltzmann model
    (2008)
  • Viscous shock profiles for 2×2 systems of hyperbolic conservation laws with quadratic flux functions
    ("Workshop on Mathematical Analysis in Fluid and Gas Dynamics, 京都大学数理解析研究所 (Research Institute for Mathematical Sciences, Kyoto University), Kyoto" 2008)
  • 特殊相対論における等温流体のダイナミックス (The dynamics of isothermal fluids in special relativity)
    ("日本数学会2007年度秋季総合分科会 (Mathematical Society of Japan 2007 autumn meeting), 東北大学 (Tohoku University), Miyagi" 2007)
  • ボルツマン方程式の真空近くの一様Lp-安定性評価 (Uniform Lp-stabilty estimate near vacuum for the Boltzmann equation)
    ("日本数学会2007年度秋季総合分科会 (Mathematical Society of Japan 2007 autumn meeting), 東北大学 (Tohoku University), Miyagi" 2007)
  • 拡散および分散型保存則の特異摂動問題 (Singular perturbation problem for the conservation laws of diffusive and dispersive types)
    ("日本数学会2007年度秋季総合分科会 (Mathematical Society of Japan 2007 autumn meeting), 東北大学 (Tohoku University), Miyagi" 2007)
  • Solutions containing vacuum for the relativistic Euler equations
    ("Workshop at Ryukoku University, Recent development of global and micro-local analysis on partial differential equations, 龍谷大学 (Ryukoku University), Siga," 2007)
  • ボルツマン方程式の解の一様Lp-安定性 (Uniform Lp-Stability of Solutions to the Boltzmann Equation) OS2-2 自己相互作用流体の平衡状態とその安定性 (Equilibrium States of Self-Interacting Fluids and its Stability)
    (第56回理論応用力学講演会 (56th National Congress of Theoretical and Applied Mechanics) 2007)
  • 単独保存則の特異摂動 (Singular perturbation of scalar conservation laws)
    ("2006年度偏微分方程式夏の集中セミナー (Summer Workshop on Partial Differential Equations 2006 城崎大会議館 (Kinosaki Congress Center), Hyogo" 2006)
  • Symmetries and Global Solvability of the Isothermal Gas Dynamics Equations” (according to P.G. LeFloch-V. Shelukhin)
    (2006)
  • Scalar conservation laws with nonlinear diffusion and nonlinear dispersion
    ("11th International Conference on Hyperbolic Problems Theory, Numerics, Applications, Ecole Normale Superieure de Lyon, Lyon, France" 2006)
  • The dynamics of isothermal relativistic fluids
    ("Workshop on Generalized Functions and Linear Differential Equations 2006 京都大学数理解析研究所 (Research Institute for Mathematical Sciences, Kyoto University), Kyoto" 2006)
  • Le profil de viscosite des ondes de choc pour les systemes 2×2 de lois de conservation avec un ombilic (Viscous profile of shock waves for the 2×2 systems of conservation laws with un umbilic point)
    ("Groupe de Travail, Analyse Non Lineaire (Seminar on Nonlinear Analysis), Laboratoire Jacques-Louis Lions (Jacques-Louis Lions Laboratory), Universite Pierre et Marie Curie (Pierre & Marie Curie University (Paris VI), Paris, France" 2005)
  • Measure-valued solutions to scalar conservation laws
    (Summer Workshop of Partial Differential Equations 2005 2005)
  • Pointwise Green's function approach to stability for scalar conservation laws(according to P. Howard)
    ("Summer Symposium on Partial Differential Equations 2005 Ikoinomura Notohantou, Ishikawa" 2005)
  • Compressive shocks without viscous profile for 2×2 hyperbolic systems of conservation laws with an umbilic point
    ("MSJ-IRI 2005 The Mathematical Society of Japan, International Research Institute, Asymptotic Analysis and Singularity, 仙台国際センター (Sendai International Center), Miyagi" 2005)
  • Non-classical shocks for nonstrictly hyperbolic conservation laws
    ("数学専攻セミナー (Seminar of Mathematics), 東京工業大学 (Tokyo Institute of Technology), Tokyo" 2005)
  • Viscous shock profile for 2×2 systems of hyperbolic conservation laws with an umbilic point
    ("10th International Conference on Hyperbolic Problems: Theory, Numerics and Applications, ホテル阪急エキスポパーク (Hotel Hankyu Expo Park), Osaka" 2004)

1 to 20 of 77 results
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