Title: Iwasawa cohomolgy and (\phi,\Gamma)-modules over Lubin Tate extensions
Speaker: Iwasawa cohomolgy and (\phi,\Gamma)-modules over Lubin Tate extensions ()
Time: 2015-6-23, 16:00-17:00
Place: N817
Abstract: We generalize work of Fontaine and Herr about expressing local Galois cohomology and Iwasawa cohomology in terms of (\phi,\Gamma)-modules from the cyclotomic case to the case of Lubin-Tate extensions. In particular we show a kind of reciprocity law which admits to calculate the image of an adequate Kummer map in the firrst Iwasawa cohomology group. This is joint work with Peter Schneider (Münster).
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