| TOPIC |
ASSIGNMENT |
|
| (v37) |
1.1-1.2-1.3 Matrices over the complex numbers,
Groups
|
Due
Sep. 13 1.1.6 and 1.2.6. |
| (v38) |
1.3-1.7 Matrices over arbitrary fieldds and vector spaces | Due
Sep. 20 1.4.7 and 1.6.6 |
| (v39) | 1.7-1.8 Bilinear forms, orthogonal and simplectic groups | Due
Sep. 27 PS-file PDF file |
| (v40) | 1.8-1.10
Bilinear forms, symmetric and skew symmetric matrices. |
Due
Oct. 4 PDF-file |
| (v41) | 2.1 2.2 Normed spaces, the exponential map. | Due
Oct. 11 PDF file |
| (v42) | 2.3 Properties of the exponential
and logarithmic functions |
Due
Oct. 25 -Proof of 2.2.12 -2.2.3 |
| (v44) | 2.4,
2.5 Analytic functions, Tangent spaces |
---- |
| (v45) | 3.3
Topological spaces, 3.9 Compact spaces |
Due
Nov. 8 PDF.file |
| (v46) | 5.1
Affine varieties 5.2
Irreducibility |
Due
Nov. 22 |
| (v48) | 5.3
Regular functions 5.4
Hilbert Nullstellensatz |
|
| (v49) | 5.5
Projective varieties |
Due
Dec. 6 Final assignment Solution by C. Lundkvist |
| (v50) | 5.6
5.7 tangent space |
|
| (v51) |