Past Visitor
Jake Solomon
Funding provided by the Ellentuck Fund
Affiliation
Mathematics
Field of study
Differential Geometry, Symplectic Geometry
Website
From
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Part of Jake Solomon’s research concerns J-holomorphic maps with Lagrangian boundary conditions, and finding situations in which open Gromov-Witten invariants, which count such maps, are well defined. Another part of his research concerns volume-minimizing Lagrangian submanifolds and how they interact with J-holomorphic maps.
Visits
Visitor
School of Mathematics
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Member
School of Mathematics
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Degrees
Massachusetts Institute of Technology
Ph.D.
2006
Yeshiva College
B.A.
2000
Honors
2008
Alon fellowship
2007
NSF post-doctoral fellowship
Appointments
Hebrew University
2008–2014
Senior Lecturer
Princeton University
2007–2008
post-doctoral fellow