| Abstract |
This is a continuation of the series of talks based on some work AK carried out with Peter Schenzel. We will discuss some aspects of Grothendieck’s local cohomology and its variations. We will begin with explanation of the direct limit in the category of modules with some examples including Cech complex. The idea of an inverse limit in the category of modules will be illustrated by using the example of p-adic numbers. We will also try to explain how the various local cohomology theories are connected with each other.
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