The Theory of Groups 2 - NMAG464
| Title: |
Teorie grup 2 |
| Form of teaching: |
lecture |
| Guaranteed by: |
Department of Algebra (32-KA) |
| Faculty: |
Faculty of Mathematics and Physics |
| Actual: |
from 2024 |
| Duration in semesters: |
1 |
| Semester: |
winter |
| E-Credits: |
3 |
| Hours per week, examination: |
winter s.:2/0, Ex [HT] |
| Capacity: |
unlimited |
| Maximum number of enrolled students: |
unlimited |
| Min. number of students: |
unlimited |
| 4EU+: |
no |
| Virtual mobility / capacity: |
no |
| State of the course: |
taught |
| Language: |
English, Czech |
| Teaching methods: |
full-time |
| Repeated enrollment: |
2 / 2 / 2 / 2 |
|
|
| Annotation -
| |
|
Wreath product, simple linear groups, sporadic groups, extensions of groups and a cohomology of goups.
Last update: Žemlička Jan, doc. Mgr. et Mgr., Ph.D. (17.05.2023)
Věncový součin, jednoduché lineární grupy, sporadické grupy, rozšíření grup a kohomologie grup.
Last update: Žemlička Jan, doc. Mgr. et Mgr., Ph.D. (17.05.2023)
|
| Literature -
| |
|
1. Joseph J. Rotman, An Introduction to the Theory of Groups (4th ed.), Springer New York, NY, 2014.
2. Oleg Bogopolski, Introduction to Group Theory, European Mathematical Society, 2008.
3. M. Hall, The Theory of Groups, 2nd edition, Providence: AMS Chelsea publishing company, 1999
Last update: Žemlička Jan, doc. Mgr. et Mgr., Ph.D. (17.05.2023)
1. Joseph J. Rotman, An Introduction to the Theory of Groups (4th ed.), Springer New York, NY, 2014.
2. Oleg Bogopolski, Introduction to Group Theory, European Mathematical Society, 2008.
3. M. Hall, The Theory of Groups, 2nd edition, Providence: AMS Chelsea publishing company, 1999
Last update: Žemlička Jan, doc. Mgr. et Mgr., Ph.D. (17.05.2023)
|
| Syllabus -
| |
|
Wreath product, simple linear groups, sporadic groups, extensions of groups and a cohomology of goups.
Last update: Žemlička Jan, doc. Mgr. et Mgr., Ph.D. (17.05.2023)
Věncový součin, jednoduché lineární grupy, sporadické grupy, rozšíření grup a kohomologie grup.
Last update: Žemlička Jan, doc. Mgr. et Mgr., Ph.D. (17.05.2023)
|
|
