Past Member
Daniel Litt
Funding provided by The Bell Companies Fellowship Fund
From
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Daniel Litt is studying Galois actions on fundamental groups of algebraic varieties and on representations of fundamental groups of curves over finitely generated fields. He is particularly interested in concrete applications to algebraic geometry and number theory: for example, to the geometric torsion conjecture and to Iwasawa theory.
Dates at IAS
Member
School of Mathematics
–
Degrees
Stanford University
Ph.D.
2015
Harvard
B.A.
2010
Appointments
Columbia
2015–2018
NSF Postdoctoral Fellow