Messages

Published June 1, 2016 2:08 PM

I will be available in B738 at our regular hours, Mondays from 10.15 and Wednesdays from 12.15, the next two weeks (June 6., 8., 13. and 15.). If no-one is there, I will go after 15 minutes.

- John

Published June 1, 2016 11:53 AM

I have annotated the table of contents in Hatcher's textbook with a detailed list of possible examination topics.

- John

Published May 20, 2016 4:55 PM

Section 2.2, Exercises 13, 22 and 23.

Published May 18, 2016 2:07 PM

Here is a note about the snake lemma and the long exact sequence in homology associated to a short exact sequence of chain complexes.

- John

 

Published May 18, 2016 11:19 AM
Published May 9, 2016 12:21 PM

Section 2.2, Exercises 7, 8 and 12.

Published May 9, 2016 12:16 PM

The exam dates will be June 16th and 17th.  This message will be deleted once the official information is available.

- John

Published May 3, 2016 9:59 AM
Published May 2, 2016 2:06 PM

Exercise 29 from Section 2.1, and Exercises 2 and 3 from Section 2.2.

Published Apr. 28, 2016 9:14 AM

I expect that we will have an oral exam, spread over two days, this term.  We are looking at June 9.-10., or June (16.-)17.  Let me know if any of these dates do not work for you.

- John

Published Apr. 25, 2016 12:06 PM

Exercises 18, 20, 22 from Section 2.1.

Published Apr. 20, 2016 2:09 PM

Paul Aleksander Maugesten <paulamau@math.uio.no> has agreed to be the contact student this term.  Write to him if you have comments that you do not wish to give to me directly.  We will organize a course evaluation, soon.

- John

Published Apr. 18, 2016 4:54 PM

I have uploaded some notes on a simplified proof of excision.

- John

Published Apr. 18, 2016 12:13 PM

Exercises 15, 16, 17 from Section 2.1.

Published Apr. 11, 2016 12:14 PM

Exercises 8, 11, 12 from Section 2.1.

Published Apr. 4, 2016 12:16 PM

The mandatory assignment for MAT4530 is now available in the documents folder.  Please complete and hand in the assignment by Thursday April 28th at 14.30.

Published Apr. 4, 2016 10:10 AM

Exercises 1, 3, 5 from Section 2.1.

Published Apr. 1, 2016 10:32 AM

I have added a rough plan for the remaining lectures to the course schedule.

Published Mar. 30, 2016 11:55 AM

Here are my notes for today's lecture on homology.

- John Rognes

Published Feb. 26, 2016 8:30 AM

On Wednesday I finished to computation of the fundamental groups of torus knots – example 1.24 in the book. On Monday I'll do 1.27, 1.28 and 1.29 and then start on section 1.3 "Covering spaces".

Exercises for wed 2/3: Section 1.2: No 1,2, 3, 4, 6, 7, 8, 10, 14.

 

Geir

 

Published Feb. 15, 2016 1:29 PM

Today we finished ch1.1 and started on cha1.2. I spoke about free products of groups and formulated van Kampens theorem. On Wednesday I'll give the proof of van Kampen.

Exercises for Wednesday: Ch 1.1: No 5,6, 7, 8, 10, 11, 12, 13, 16, 17.

 

Geir

 

Ps.: Sorry for late message, but i tried to post it  on Friday and then again this morning, without success. 

G

Published Feb. 3, 2016 2:25 PM

To day I did 1.1 until "The fundamental group of the circle". I'll continue from there on Monday  and basically do all the rest of 1.1 next week. On Wednesday we catch up with the exercises and do exercises 3,4,5 and 6 from 1.1.

 

Geir

Published Jan. 27, 2016 2:34 PM

To day I did examples 0.7, 0.8, 0.10 spoke about the homotopy extension property (page 14,15) and proved prop 0.17.

 

Om monday I'll prove (or at least sketch the proof of) 0.16 and do 0.18. 0.19, 0.20 and  0.21.

And the exercise I postponed.

Exercise for wednesday feb. 3: 18, 19, 21,  22, 24,  25, 27, 28, 29. all from CH 0.

 

Geir

 

 

Published Jan. 20, 2016 2:23 PM

To day I mostly did examples of CW-complexes.

Wedges of spheres, graphs, Spheres, infinite  sphere, real projective spaces including the infinite one. I started with complex projective spaces.

On monday  I'll continue with complex projective spaces. Do the paragraphs called: operation on spaces, collapsing subspaces and attaching spaces, and may be start on the homotopy extension property.

Exercises:

Ch 0: No  2, 3, 4, 9,10, 11, 14, 15, 16, 18, 19

 

Geir