At the Graduate School of Advanced Mathematical Sciences, we offer educational research of mathematical sciences based on the construction of an extraction model to clarify and understand the essences of phenomena.
Our aim is to guide students to cultivate basic skill and mathematical analysis technology skills for modeling, in order to mathematically analyze complex phenomena found in nature, society and biological world.
The details of such phenomena are as below:
- Perceptional and cognitive phenomena in optical illusion
- Social phenomena such as economic activity, financial engineering, mechanism of traffic congestion and global warming
- Phenomena observed in immune system, gene network, mechanism of cancer and ventricular fibrillation
- Biological phenomena of life activity and eco-system
- Physical phenomena, for example, mechanism of earthquake, global environment
- Nonequilibrium phenomena which can be seen in chemical reaction and synthetic protein
With Modeling, Mathematical Analysis and Computer Simulation, we shall research complex phenomena – those of great relevance to our daily life – mathematically and explore common causes. Students will cultivate their ability to solve various problems from sequence studies.
While challenging these modern key issues, we will arrange appropriate circumstances to clarify mathematical science method.
Master's Program (Japanese track only)
| Specialization Subjects |
|---|
| Mathematical modeling and analysis I |
| Mathematical modeling and analysis II |
| Mathematical modeling and analysis III |
| Mathematical modeling and analysis IV |
| Special Subjects |
| Seminar on Mathematical modeling and analysis A |
| Seminar on Mathematical modeling and analysis B |
| Introduction to Mathematical Modeling |
| Introduction to Mathematical Modeling and simulation |
| Introduction to Mathematical Analysis |
| Mathematical study of Nonlinear and non-equilibrium systems |
| Data Analysis |
| Mathematical Biology |
| Science Literacy |
| Computational Geometry for Mathematical Modeling and Analysis |
| Dynamical Systems |
| Time Series Analysis |
| Probability Theory for Phenomena |
| Mathematical Finance |
| Mathematical Sociology |
| Experimental Nonlinear Phenomena |
| Mathematical Sciences Integrated Lecture A |
| Mathematical Sciences Integrated Lecture B |
| Mathematical Sciences Integrated Lecture C |
| Mathematical Sciences Integrated Lecture D |
Doctoral Program
| Specialization Subjects |
|---|
| Project of mathematical modeling and analysis I |
| Project of mathematical modeling and analysis II |
| Project Based Analysis and Research Cluster |
| Advanced Mathematical Sciences A |
| Advanced Mathematical Sciences B |
| Advanced Mathematical Sciences C |
| Advanced Mathematical Sciences D |
