Math @ Duke
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Former Ph.D. Students of Richard Hain
- Hopper, Eric (2017 - 2021)
Cyclotomic and Elliptic Polylogarithms and Motivic Extensions of Q by Q(m)
First position: Visiting Assistant Professor of Mathematics, University of Rochester - Xiong, Xin (2017 - 2021)
Hodge Theory and String Topology
- Luo, Ma (2014 - 2018)
Algebraic De Rham Theory for Completions of Fundamental Groups of Moduli Spaces of Elliptic Curves
Current position: Assistant Professor of Mathematics, East China Normal University - Venkatesh, Anil (2009 - 2015)
Triple Products of Eisenstein Series
Current position: Assistant professor, Adelphi University - Kordek, Kevin (March, 2011 - April, 2015)
Theta functions and the structure of Torelli groups in low genus
Previous positions: Visiting assistant professor, Department of Mathemtics, Texas A&M and Mathematics Postdoc at Georgia Tech. - Watanabe, Tatsunari (August, 2010 - April, 2015)
Rational points of universal curves in positive characteristic
Current position: Assistant Professor of Mathematics, Embry-Riddle University - Spivey, Joseph A. (2008)
Twisted cohomology of hyperelliptic mapping class groups
Current position: Associate professor of mathematics at Wofford College - Narkawicz, Anthony J. (2007)
Cohomology jumping loci and the relative Malcev completion
Current position: research engineer, NASA - Knudson, Kevin (1996)
The Homology of Linear Groups over Laurent Polynomial Rings
Current position: Professor of Mathematics and Chair, University of Florida - Kabanov, Alexandre (1995)
The Second Homology of the Moduli Space of Riemann Surfaces with Twisted Coefficents
Current position: Vice President, Allianz Investment Management, Munich, Germany - Moulton, Vincent (1994)
Vector Braids
Current position: Professor of Computational Biology and Computer Science at the University of East Anglia, UK - Yang, Jun (1991)
Algebraic K-groups of Number Fields and the Hain-MacPherson Trilogarithm
University of Washington. Current position: investment banker, Tokyo, Japan - Lear, Dale (1990)
Extensions of normal functions and asymptotics of the height pairing
University of Washington. Current position: software engineer, computational geometry, Seattle, WA
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dept@math.duke.edu
ph: 919.660.2800
fax: 919.660.2821
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Mathematics Department
Duke University, Box 90320
Durham, NC 27708-0320
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