Lecturer
In Spring 2012, this module is taught by
Dr Claudia Wulff
who should be contacted for further information about this module.
Office hours during weeks 1-11 are Monday 5-6pm and
Tuesday 1-2pm (except Tuesday 21/2/12) or email the lecturer to make an appointment.
Announcements
Office hours in week 12 (revision week) are on Tuesday 22/5/12, 3-4pm, and on
Thursday 24/5/12, 1-2pm. Please email me beforehand!
Class Details
| Day | Time | Room |
|---|
| Monday | 3-4pm | TB21 |
| Tuesday (except week 3) | 3-5pm | TB21 |
| Friday ( week 3) | 10-12 | 17AY02 |
NOTE: The timetable has changed!
On Tuesday 21/2/12 (week 3) there will be no lectures!!
Instead there will be a double lecture on Friday 24/2/12 (week 3) from 10-12
in 17AY02.
In preparation for this module please review what you learned about complex
numbers at level 1. See
here for a list of specific
aspects for you to review. Probably the simplest way to review this material is by
reading Section 1.1 of the course notes, see below and
here.
Assessment
In addition to the final examination, there will be two class tests
during the semester. The
-
(counting 12% and 13% of the final mark)
are Monday 12th March (week 6) and Monday 30th April (week 9).
NOTE: the second test is taking place on the FIRST DAY after the Easter break!
The second test will be on chapters 1-4, with emphasis on chapter 3 and 4 and
in particular on exercise sheet 2 (solutions can be found below).
- The final examination is worth 75%.
Unassessed Assignments
Exercise sheets and
unassessed coursework will be given out in class and posted on this webpage.
Unassessed coursework
has to be handed in by the deadline and will be marked, so you will get
feedback,
but it will not count. If you do not hand them in you might face disciplinary
measures.
Solutions to exercise sheets can be found here.
Course notes
Summary notes of Chapter 1 of the lectures can be found
here.
of Chapter 2
here,
of Chapter 3
here,
of Chapter 4
here, and of Chapter
5
here.
Note that only the material up to p.52 of the script will
definitely be covered in class (and assessments).
Selected Texts
- I. Stewart and D. Tall, Complex analysis, CUP, (1987).
- M.R. Spiegel, Complex Variables, Schaum's outline, McGraw Hill, (1981).
- J. Marsden and M. Hoffman, Basic Complex Analysis, Freeman & co (1998)
An overview of this module can be found in the
Module Catalogue.
|
Past Examination Papers
Past examination papers for this module can be found by
following the link in the left-hand menu.
NOTE: This module used to be called "MAT2012".
