PART I A Guide to the Paradigmatical Cases (Episodes) Presented in this Chapter
The following table contains contextual information with regard to the 8 Episodes presented in this Chapter.
|
Episode Number |
Time of Incident Term - Week |
Participants |
Mathematical Content |
|
1 |
Hilary 5 |
Connie |
GRF5.1, order of a group and order of an element, cyclic groups, Lagrange's Theorem |
|
2 |
Hilary 6 |
Camille |
equivalence classes, cosets |
|
3 |
Hilary 6 |
Jack and Andrew |
GRF5.6, order of a group and order of an element, cyclic groups, Lagrange's Theorem |
|
4 |
Hilary 6 |
Connie |
centralisers, conjugates of an element in a group |
|
5 |
Hilary 6 |
Jack and Andrew |
GRF5.8d, order of a group and order of an element, subgroups, Lagrange's Theorem |
|
6 |
Hilary 7 |
four pairs of students in one college |
First Isomorphism Theorem for Groups |
|
7 |
Hilary 7 |
Connie |
GRF7.3, normal subgroups, cosets, Lagrange's Theorem |
|
8 |
Hilary 8 |
Cathy and Cliff |
GRF8.5, order of an element in a group |