Past Member
Alex Eskin
From
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Most of Alex Eskin’s recent work is in the field of dynamical systems and is currently focused on finding analogues of some key results of homogeneous dynamics in non-homogeneous settings. In particular, Eskin is looking at dynamics on Teichmüller space, on K3 surfaces, and on character varieties.
Dates at IAS
Member
School of Mathematics
–
Fall
Member
School of Mathematics
–
Fall
Visitor
School of Mathematics
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Spring
Member
School of Mathematics
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Fall
Member
School of Mathematics
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Degrees
Princeton University
Ph.D.
1993
Honors
2020
Breakthrough Prize in Mathematics
