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UID:node-88136@mathematics.huji.ac.il
DTSTAMP:20221210T220000Z
DTSTART:20221210T220000Z
DTEND:20221210T220000Z
SUMMARY:The 23rd Midrasha Mathematicae: o-minimality and its applications in diophantine geometry and Hodge theory
DESCRIPTION:\n In recent years a remarkable new link has been unfolding between \no-minimality (a branch of model theory) on the one hand, and Diophantine \ngeometry and Hodge theory on the other. It has been discovered that some \ncentral objects of study in the latter two areas, such as theta functions and \nperiod maps, can be studied within the structure R_{an,exp} - an o-minimal \nstructure that has long been an object of investigation in o-minimal \ngeometry. A combination of ideas from these three areas have led to \nresolutions of several outstanding conjectures in Diophantine geometry and, \nmore recently, in Hodge theory.\n\n\n\n\n\n\n The goal of this workshop will be to introduce these three different areas \nand their fruitful interactions, and to serve as a bridge between experts \nalready working in some of these fields. The schedule will consist of \ntutorial minicourses on the three main topics (o-minimality, Diophantine \ngeometry and Hodge theory) with a focus on the areas where they intersect; \nand more advanced ...
LOCATION:The link will be sent to you after registration
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