Sheaves and principal G-bundles in positive characteristic
-- Adrian Langer

<p>

The first part of the talk will be devoted to a construction
of projective moduli space of semistable sheaves on
a variety defined over an algebraically closed field
(or over a good ring). Then I will talk about geometry
of moduli spaces of sheaves on surfaces in positive characteristic.
At the end I plan to talk about my joint work with
T. Gomez, A. Schmitt and I. Sols on construction
of moduli spaces of  principal G-bundles in arbitrary
characteristic.

<p>

Papers related to the subject of the talk are available
at 
<a
href=http://www.mimuw.edu.pl/~alan/research.html>http://www.mimuw.edu.pl/~alan/research.html</a>