利根川 吉広 | 北海道大学理学院
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概要
関連著者
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利根川 吉広
北海道大学理学院
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Tonegawa Yoshihiro
Department Of Mathematics Hokkaido University
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Tonegawa Yoshihiro
Department Of Mathematics Faculty Of Science Hokkaido University
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利根川 吉廣
北海道大学理学研究科
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長瀬 優子
Department Of Mathematics Hokkaido University
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利根川 吉広
北海道大学理学研究科
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長瀬 優子
北海道大学理学研究科
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Nagase Yuko
Department of Mathematics Hokkaido University
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利根川 吉廣
Department of Mathematics, Hokkaido University
著作論文
- ON THE TIME-GLOBAL EXISTENCE FOR NON-NEWTONIAN TOW-PHASE FLOW WITH DIFFERENT DENSITIES (Mathematical Analysis in Fluid and Gas Dynamics)
- A new two-phase fluid problem with surface energy (Progress in Variational Problems : New Trends of Geometric Gradient Flow and Critical Point Theory)
- Proceedings of the 30th Sapporo Symposium on Partial Differential Equations
- Proceedings of the 29th Sapporo Symposium on Partial Differential Equations
- 2相分離問題への幾何学的測度論の応用
- フェイズフィールド法の数学、入門と概説(非線形数理 冬の学校,講義ノート)
- Interior gradient estimate for curvature flow (Variational Problems and Related Topics 研究集会報告集)
- Note on the small-scale structure of the phase boundaries (Viscosity Solutions of Differential Equations and Related Topics)
- 2相場の特異摂動問題について (変分問題とその周辺)
- MATHEMATICAL ANALYSIS OF TWO-PHASE FIELD MODEL WITH SURFACE TENSION EFFECT (Nonlinear Diffusive Systems : Dynamics and Asymptotics)
- A singular perturbation problem with integral curvature bound
- NOTE ON THE MODICA-MORTOLA FUNCTIONAL(Viscosity Solution Theory of Differential Equations and its Developments)
- Convergence of phase-field approximations to the Gibbs–Thomson law
- Integrality of varifolds in the singular limit of reaction-diffusion equations