Tokyo University of Science · Faculty of Science Division I, Department of Mathematics · 教授

Research keywords偏微分方程式・数学

Research fieldsBasic analysis・Mathematics・Mathematical analysis・Mathematics and Physics・Science・Science and Engineering・Basic analysis

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• GRADIENT ESTIMATE FOR SOLUTIONS TO QUASILINEAR NON-DEGENERATE KELLER-SEGEL SYSTEMS ON R-N
• Blow-up phenomena for a chemotaxis system with flux limitation
• The complex Ginzburg-Landau equation (an improvement)
• APPLICATION OF WEAK STABILIZATION THEORY FOR DEGENERATE PARABOLIC EQUATIONS IN DIVERGENCE FORM TO A CHEMOTAXIS MODEL FOR TUMOR INVASION

• 発展方程式における同定問題の作用素半群理論的解明
• 準線形退化型ケラー・シーゲル系と複素ギンツブルク・ランダウ型方程式の研究
• 発展方程式とそのレゾルベント問題
• The complex Ginzburg-Landau type equation

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