Teaching

Group Theory and its Applications, Autumn 2022 / 群论及其应用

NOTICE: The final exam will be held at 8:00 am on Feb. 24, 2023.

课程信息：

上课时间及地点 (3-16 周)：

• 线下：
  • 周三 第 5-6 节，费 A-202 
  • 周五 第 5-6 节，费 A-201
• 线上：
  • 腾讯会议，会议号见教务系统

课程参考资料：

• Lecture notes of Greg Moore, Abstract Group Theory; 赵宇心老师群论课程讲义
• Zee, Group Theory in a Nutshell for Physicists, Princeton Univ. Press, 2016
• Ramond, Group Theory: A physicist’s Survey, Cambridge Univ. Press, 2010
• Dresselhaus, Dresselhaus, Jorio, Group Theory: Application to the Physics of Condensed Matter, Springer 2008
• 陈金全（南京大学），《群表示论的新途径》，上海科学技术出版社，1984

课程讲义及资料：

1. Notes on 2022-09-21   |   No recording
2. Notes on 2022-09-23   |   No recording
3. Notes on 2022-09-28   |   No recording
4. Notes on 2022-09-30   |   No recording
5. Notes on 2022-10-05   |   No recording
6. Notes on 2022-10-07   |   No recording
7. Notes on 2022-10-12   |   No recording
8. Notes on 2022-10-14   |   Recording
9. Notes on 2022-10-19   |   No recording
10. Notes on 2022-10-21   |   Recording
11. Notes on 2022-10-26   |   Recording
12. Notes on 2022-10-28   |   Recording
13. Notes on 2022-11-02   |   Recording
14. Notes on 2022-11-04   |   Recording
15. Notes on 2022-11-09   |   Recording
16. Notes on 2022-11-11   |   Recording
17. Notes on 2022-11-16   |   No recording, I forgot
18. Notes on 2022-11-18   |   Recording
19. Notes on 2022-11-23   |   Recording
20. Lecture on 2022-11-25 canceled due to NJU sports day.
21. Notes on 2022-11-30   |   Recording
22. Notes on 2022-12-02   |   Recording
23. Notes on 2022-12-07   |   Recording
24. Notes on 2022-12-09   |   Recording
25. Notes on 2022-12-14   |   Recording
26. Notes on 2022-12-16   |   Recording and a Mathematica notebook in .pdf or .nb.
27. Notes on 2022-12-21   |   Recording

习题：

1. Problem Set 01   |   Solutions 01
2. Problem Set 02   |   Solutions 02
3. Problem Set 03   |   Solutions 03
4. Problem Set 04   |   Solutions 04
5. Problem Set 05   |   Solutions 05
6. Problem Set 06   |   Solutions 06
7. Problem Set 07   |   Solutions 07
8. Problem Set 08   |   Solutions 08
9. Problem Set 09   |   Solutions 09
10. Problem Set 10   |   Solutions 10 and a Mathematica notebook
11. Problem Set 11   |   Solutions 11 and a Mathematica notebook
12. Problem Set 12, Optional, no need to turn in.

Archives

• Summer 2022 - Introduction to Group Theory in Physics
• Autumn 2021 - 物理学前沿讲座