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 |
Michaelmas 5 |
Cathy and George |
CD4.1, limit and continuity |
|
2 |
Michaelmas 6 |
Kelle |
CD5.1, limit and continuity |
|
3 |
Michaelmas 8 |
Jack and Andrew |
CD7.1&2, limit, continuity, derivative. Double limits. The algebra of limits. |
|
4 |
Hilary 2 |
Camille and Frances |
The Fourier Series of a function |
|
5 |
Hilary 4 |
Camille and Eleanor |
B6, differentiation |
|
6 |
Hilary 6 |
Abidul and Frances |
B7, Intermediate Value Theorem |
|
7 |
Hilary 7 |
Cary and Beth |
B10, Taylor expansion of a function |
|
8 |
Hilary 8 |
Cathy and Cliff |
SS7.1, convergence of series |