Information from SIS. The class.
June 10th Assignment 4
May 10: Assignment 3
The schedule around Easter is this: Is there a lecture Tuesday March 22? NO, Thursday 24? NO, Tuesday 29? YES.
March 15: Smooth structures on S^7 (Anders Storm Hansen)
March 3: Assignment 2 (dvi) (pdf) is due April 5th.
Feb 15: Assignment 1 (dvi) (pdf) is due March 1st. (Updated Thu Feb 17 12:51:31 CET 2005)
Feb 10: Copies of the book can be found in the library, under the big table for new books. (Thanks to Tarje and Jes H).
Jan 25: Monday 7th Feb is the first day of the semester.
Jan 18: Lee's book is out of print! I think I'll still use the book, so we'll have to do with photocopies.
This is supposed to be a course in Differential Geometry. I will assume that you know a little differential geometry such as what you learn in 3GE. I shall not assume that you have followed 4GE.
Riemannian geometry was born June 10th 1854 when Riemann presented his Habilitationsschrift Ueber die Hypothesen welche der Geometrie zu Grunde liegen in Goettingen.
If you have any suggestions for this course, let me know.
We will use
supplemented by
and
It could also be an idea to read
which is a little master piece.
(Ulrik) Which Riemannian n-manifolds are locally graphs of function R^n -> R? (Or graphs of functions R^n -> R^d?)