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    <title><string language="fre"><![CDATA[Andrei Teleman - Instantons and holomorphic curves on surfaces of class VII (Part 4)]]></string></title>
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        <string language="fre"><![CDATA[This
 series of lectures is dedicated to recent results concerning the 
existence of holomorphic curves on the surfaces of class VII. The first 
lecture will be an introduction to the Donaldson theory. We will present
 the fundamental notions and some important results in the theory, 
explaining ideas of the proofs. In the second lecture we will present 
the theory of holomorphic fiber bundles on complex surfaces, the 
stability notion, moduli spaces and the Kobayashi-Hitschin 
correspondence that links moduli spaces of stable fiber bundles (defined
 in the fram of complex geometry) to moduli spaces of instantons 
(defined in the frame of the Donaldson theory). In the last two lectures
 we will prove the existence of holomorphic curves on minimal surfaces 
of class VII with b2=1 or 2 and we will present the general strategy and
 the last results obtained in the general case.]]></string></description>
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ROLE:author
TZ:+0200
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            <date><dateTime>2012-07-04</dateTime></date>
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