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Model Theory, Arithmetic Geometry and Number Theory
Jan 20, 2014 to May 23, 2014

Ehud Hrushovski (Hebrew University, Israel) , François Loeser (Université Pierre et Marie Curie, France), David Marker (University of Illinois, Chicago), Thomas Scanlon ( University of California, Berkeley), Sergei Starchenko (University of Notre Dame), Carol Wood* ( Wesleyan University)

Tags: Scientific

The program aims to  further the  flourishing interaction between model theory and other parts of mathematics, especially number theory and arithmetic geometry.  At present the model theoretical tools in use arise primarily from geometric stability theory and o-minimality. Current  areas of lively interaction include motivic integration, valued fields, diophantine geometry, and algebraic dynamics.