| Takeuchi, Toshiki (34.8%) / Professor [Detail] |
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| Academic Degree: |
Doctor of Engineering |
| Field of Study: |
Numerical Analysis |
| Lecture: |
Simulation Aided Mathematical Sciences (Graduate School), Presentation Method (D) (Graduate School), Graduation Work (Bachelor Course), Calculus 1 (Common Curriculum), Calculus 2 (Common Curriculum), Research on Information Sciences (Bachelor Course), Technical English Fundamentals 2 (Bachelor Course), Numerical Analysis (Bachelor Course), Research on Mathematical Sciences (Bachelor Course), Graduate Research on Mathematical Science (Graduate School), Graduate Seminar on Mathematical Science (Graduate School), Interdisciplinary Seminar in Science and Technology (Graduate School), Advanced Computational Science (Graduate School), Reading Scientific Papers (Bachelor Course) |
| Subject of Study: |
数値計算法の研究 (数値計算, simulation) |
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| Sakaguchi, Hideo (30.0%) / Assistant Professor [Detail] |
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| Academic Degree: |
修士(理学) |
| Field of Study: |
Applied Mathematics |
| Lecture: |
Graduation Work (Bachelor Course), Differential Equations 1 (Bachelor Course), Differential Equations 2 (Bachelor Course), Research on Information Sciences (Bachelor Course), Technical English Fundamentals 2 (Bachelor Course), Numerical Analysis (Bachelor Course), Numerical Computation (Bachelor Course), Research on Mathematical Sciences (Bachelor Course), Complex Analysis (Bachelor Course), Reading Scientific Papers (Bachelor Course) |
| Subject of Study: |
パターン形成に関する解析, 数値計算手法の研究 (パターン形成, 数理モデル, 反応拡散方程式系, 並列計算, 数値解析) |
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| Jin, Cheng-Hai (4.4%) / Professor [Detail] |
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| Academic Degree: |
博士(工学) |
| Field of Study: |
Numerical Analysis |
| Lecture: |
Methods for Analysis of Mathematical Phenomena (Graduate School) |
| Subject of Study: |
大規模連立方程式の解法に関する研究 (反復解法) |
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| Okamoto, Kuniya (1.2%) / Associate Professor [Detail] |
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| Academic Degree: |
博士(理学) |
| Field of Study: |
Theory of Differential Equations |
| Lecture: |
Vector Analysis (Bachelor Course), Graduation Work (Bachelor Course), Differential Equations 1 (Bachelor Course), Calculus 1 (Common Curriculum), Calculus 2 (Common Curriculum), Advanced Applied Analysis (Graduate School), Research on Information Sciences (Bachelor Course), Technical English Fundamentals 2 (Bachelor Course), Research on Mathematical Sciences (Bachelor Course), Graduate Research on Mathematical Science (Graduate School), Graduate Seminar on Mathematical Science (Graduate School), Introduction to Science and Technology (Common Curriculum), Interdisciplinary Seminar in Science and Technology (Graduate School), Complex Analysis (Bachelor Course), Reading Scientific Papers (Bachelor Course) |
| Subject of Study: |
非線形双曲型保存則系に対する時間大域解の研究 (発展方程式, 関数解析, 作用素論) |
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