Research: Hodge
theory and Algebraic Geometry
— Cirriculum Vitae
— FRG
Homepage
— Conference: Hodge Theory, Moduli and Arithmetic II
NSF Grants:
— Texas Algebraic Geometry Symposium
— FRG: Hodge Theory, Moduli and
Representation Theory
— Singularities
of Normal Functions and Algebraic Cycles (2010-2014)
Select Publications and Preprints:
—
A generic global Torelli theorem for certain Horikawa surfaces
(with Z. Zhang)
— Boundary
components of Mumford-Tate domains (with M.
Kerr), Duke Math. J. 165 (2016), 661-721.
— On
the algebraicity of the zero locus of an admissible
normal function, (with P. Brosnan), Compositio
Math., 149 (2013) 1913-1962.
— An
Exponential History of Functions with Logarithmic Growth
(M. Kerr) in "Topology of Stratified Spaces", MSRI Pub. 58,
Cambridge University Press, New York, 2010.
— Singularities
of Normal Functions, (with P. Brosnan, Z. Nie
and H.
Fang), Inventiones Math., 177
(2009), 599-629.
— Zero
Locus of an Admissible Normal Functions,
(with P. Brosnan), Annals of Math, 170 (2009) 883-897.
— SL2
Orbits and Degenerations of mixed Hodge structure,
J. Diff. Geom., 74 (2006), 1-67.
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