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UID:/NewsandEvents/Archives/2016/newsitem/7163/18-
 23-July-2016-Summer-School-in-Tame-Geometry-Konsta
 nz-Germany
DTSTAMP:20160207T000000
SUMMARY:Summer School in Tame Geometry, Konstanz, 
 Germany
DTSTART;VALUE=DATE:20160718
DTEND;VALUE=DATE:20160723
LOCATION:Konstanz, Germany
DESCRIPTION:The summer school offers an introducti
 on to three levels of tame geometry: real algebrai
 c geometry, o-minimality, and tame expansions of o
 -minimal structures. Specific topics will be cover
 ed throughout such as polynomial optimization, def
 inable groups, and the Pila-Wilkie theorem with Di
 ophantine applications. Tutotials and survey lectu
 res will be given by renowned experts, whereas pro
 blem and poster sessions will be held to foster in
 teraction between students and speakers.  Funding 
 is available for students and early postdocs.  For
  more information, see http://www.math.uni-konstan
 z.de/~eleftheriou/summerschool/ or contact tame-ge
 ometry at uni-konstanz.de.
X-ALT-DESC;FMTTYPE=text/html:\n        <p>The summ
 er school offers an introduction to three levels o
 f tame geometry: real algebraic geometry, o-minima
 lity, and tame expansions of o-minimal structures.
  Specific topics will be covered throughout such a
 s polynomial optimization, definable groups, and t
 he Pila-Wilkie theorem with Diophantine applicatio
 ns. Tutotials and survey lectures will be given by
  renowned experts, whereas problem and poster sess
 ions will be held to foster interaction between st
 udents and speakers.</p>\n         <p>Funding is a
 vailable for students and early postdocs.</p>\n   
  \n        <p>For more information, see <a target=
 "_blank" href="http://www.math.uni-konstanz.de/~el
 eftheriou/summerschool/">http://www.math.uni-konst
 anz.de/~eleftheriou/summerschool/</a> or contact <
 a class="email">tame-geometry <span class="at">at<
 /span> uni-konstanz.de</a>.</p>\n    
URL:/NewsandEvents/Archives/2016/newsitem/7163/18-
 23-July-2016-Summer-School-in-Tame-Geometry-Konsta
 nz-Germany
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