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Please register online at the URM-system.
|
Weekday |
Time |
Room |
Start |
|---|---|---|---|
|
Tuesday |
13:45 - 15:15 Uhr |
48-438 |
19.04.2011 |
We study homological methods in conjunction with several concepts from commutative algebra which are central to algebraic geometry. We will introduce all concepts from a theoretical point of view and then develop algorithms to deal with the concepts computationally. The concepts will include flatness, which we will characterize in terms of Tor, in terms of syzygies, and in terms of Fitting ideals, we will discuss the relation between depth and codimension, we will explain how to compute depth via Ext and the Koszul complex, respectively, and we will treat Cohen-Macaulay rings from a computational point of view.
You have to pass an oral exam at the end of the term in order to get credit points.
The exercise classes are not mandatory, BUT it will be hard to pass the exam if you do not attend them.
If you want to achieve an "Uebungsschein", you must attend the exercise classes and hand in your homework regularly. If you are in doubt whether or not you need an Uebungsschein, please ask your academic advisor ("Fachstudienberater" in German). In case you study mathematics, you may find him here.
Last change: April 04
Wolfram Decker and Christian Eder
| April 04, 2011 | [top] |