MAU22302/MAU33302 - Euclidean and Non-Euclidean Geometry
Course Information
Lecturer: Adam KeilthyMAU22302 Assessment: 20% homework assignments, 80% final exam.
MAU33302 Assessment: 10% homework assignments, 90% final exam.
The course will not follow any particular textbook, but students may find the following options helpful. Be aware that most of these contain far more than we can realistically hope to cover in this course.
- An Introduction to Non-Euclidean Geometry by H.E. Wolfe
- Geometry: Euclidean and Beyond by Hartshorne
Lecture notes
This section will be populated with notes from the lectures as the course goes on. Please report any errors or typos you find so that I can correct them quickly.The current (much less empty) lecture notes can be found here. (Last updated 12/02/26)
Homework problems
You must submit your homework assignments before the deadline,preferably either via Blackboard or by emailing it to me, but you are welcome to submit a physical copy after a lectureWhere possible, please submit your assignment as a single PDF file, with your name in the filename, e.g. adam_keilthy_Geom_HW1.pdf or similar. Please also ensure that your name is visible on the first page of the assignment.
The solutions will be made available immediately after the deadline, so late submissions cannot be accepted
| Exercise sheet | Due date | Solutions |
|---|---|---|
| >Sheet 1 | Wednesday February 11th, 23:59 | Solutions 1 |
| Sheet 2 | Wednesday March 4th, 23:59 | Solutions 2 |
| Sheet 3 | Sunday March 22nd, 23:59 | Solutions 3 | Sheet 4 | Sunday April 5th, 23:59 | Solutions 4 |
Sheets will be released approximately two weeks prior to the deadline.
Tutorial Problem Sets
Tutorials will begin in the second week of term, taking place on Tuesdays at 13:00 in the Salmon. A series of problems to be discussed will be released approximately a week before the tutorial. If there is a particular focus you would like the discussion to take, please raise this with the tutor. Solutions will be made available shortly afterward.Solutions will be made available shortly after the tutorials.
| Tutorial sheet | Solutions | Tutorial sheet | Solutions |
|---|---|---|---|
| Sheet 1 | Solutions 1 | Sheet 6 | Solutions 6 |
| Sheet 2 | Solutions 2 | Sheet 7 | Solutions 7 |
| Sheet 3 | Solutions 3 | Sheet 8 | Solutions 8 |
| Sheet 4 | Solutions 4 | Sheet 9 | Solutions 9 |
| Sheet 5 | Solutions 5 |