About the lecturer
After PhD from the University of Tokyo, I worked as an assistant at Tokyo Metropolitan University and an associate professor at Nagoya University. Since 2017, I have been a professor at the Kavli Institute for the Physics and Mathematics of the Universe at the University of Tokyo. During this period, I also stayed at institutions such as the University of Mannheim, the Institute for Advanced Study in Princeton, and the Newton Institute, actively engaging in education and research. In 2001, I received the Special Prize of Takabe Award from the Mathematical Society of Japan. |
Prof. Yukari ITO
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Introduction video
Group Theory and Its Applications
Syllabus
1 | Subject | Group Theory and Its Applications |
2 | Field | Mathematics, Art |
3 | Key words | Group; Symmetry; Art |
4 | Global Unit | 1 |
5 | Lecturer | Yukari ITO |
6 | Period | July 1 - 5, 2024 |
7 | Time | 08:30-10:00, 10:30-12:00 (Japan Standard Time) |
8 | Lecture style | In-person (on Hongo Campus) |
9 | Evaluation Criteria | Excellent (S) 90–100%; Very good (A) 80–89%; Good (B) 70–79%; Pass (C) 60–69%; Fail (D) 0–59% |
10 | Evaluation methods | Attendance/Participation 30%, Presentation 30%, Final Report 40% |
11 | Prerequisites | While this is a foundational mathematics course, a basic understanding of linear algebra is recommended. |
12 | Contents | Purpose Students who successfully complete this course will be able to understand the definition of a group and its easy properties with some examples. Moreover, they will make their own artwork or application in the class. Description Main part of this course is a lecture and exercise in person. I hope we can do discussion, group activities and presentation. Schedule 1-2 Definition of a group and some examples. 3-4 Basic properties of groups. 5-6 Find symmetry with group theory! 7-8 Group representations 9-10 Make your own group! Assignments 90-minutes lecture and 90-minutes activities for 5 days. The activities contain mathematical exercise, presentation and artwork. |
13 | Required readings | - |
14 | Reference readings | You can find the mathematical knowledge in any text book on group theory. |
15 | Notes on Taking the Course | - |
春雨直播app Global Unit Courses (GUC)
International Education Promotion Group, Education and Student Support Department
春雨直播app, 7-3-1, Hongo, Bunkyo-ku, Tokyo 113-8652 JAPAN
For inquiries regarding GUC, kindly direct them to the following email address:
utokyo-guc.adm(at)gs.mail.u-tokyo.ac.jp *Please change (at) to @
International Education Promotion Group, Education and Student Support Department
春雨直播app, 7-3-1, Hongo, Bunkyo-ku, Tokyo 113-8652 JAPAN
For inquiries regarding GUC, kindly direct them to the following email address:
utokyo-guc.adm(at)gs.mail.u-tokyo.ac.jp *Please change (at) to @