MAT3153 Introduction to Topology
Winter 2007
News
- (17/04) About the final exam:
- two parts
- part one consists of three questions: definitions,
homework question, proof from the lectures.
- part two consists of five questions, of which you
are to give answers to three.
- (13/04) Here is the study guide for the exam.
- (11/04) Here are the solutions to the assignments:
1
2
3
4.
- (16/03) On Thursday we proved the existence and uniqueness
of the free product of groups.
- (16/03) Assignment #4, due March 30th.
- (14/03) On Monday we covered:
- the fundamental group of a product,
- change of base point on the fundamental group,
- deformation retracts, and
- free product of groups (definition).
- (04/03) Assignment #3
- Sec. 27 #1
- Sec. 51 # 1, 2, 3.
- (01/03) We covered sections 51 and 52, on homotopy of paths and
the fundamental group.
- (11/02) Assignment #2
- Sec. 20, #2,3
- Sec. 22, #2,4
- Sec. 23, #11,12
- Sec. 24, #3,7
- Sec. 26, #2,8.
(11/02) On Thursday we covered the Quotient Topology. Monday
will be Connected Spaces and Connected Subsets of the Real Line.
(04/02) On Thursday we finished the section on Continuous
Functions. Monday: Metric Spaces and Quotient Spaces.
(30/01) On Monday we finished Closed Sets and Limit Points, and
started talking about Continuous Functions.
(22/01/2007)Thursday's quiz covers section 16, the subspace
topology.
(19/01/2007)Monday morning's quiz will cover sections
14 and 15 of Munkres, that is, the order topology and the product topology.
(01/12/2006)Welcome to the web site of the course MAT3153,
Introduction to Topology. In this space you will find course
news and information, supplementary material, downloads, and links to
cool topology stuff on the web.
Links
- Course outline.
- Downloads (course outline, homework, solutions).
- Dictionnaire topologique.
Last updated 13/04/2007.