Curriculum Vitae

Positions

• 2019-present
  • Morrey visiting professor in Berkeley
• 2017-2019
  • Simons postdoc in IHES, France

Education

• 2012-2017
  • Ph.D. in Mathematics, Northwestern University
  • Thesis: From Fukaya-Seidel Category to Constructible Sheaves
  • Advisor: Eric Zaslow
• 2006-2012
  • Ph.D. in Physics, University of Wisconsin-Madison
  • Thesis: Gravitational Fermion Production during Inflation.
  • Advisor: Daniel Chung
• 2002-2006.
  • B.S. in Physics, Peking University

Preprints

• Variation of Lagrangian Skeletons and Variation of toric GIT quotients pdf
• (w/ Nero Budur, Robin van der Veer, Lei Wu) Zero loci of Bernstein-Sato ideals 1907.04010
• (w/ Nero Budur, Robin van der Veer, Lei Wu) Zero loci of Bernstein-Sato ideals II 2001.05728
• (w/ Lei Wu) Log D-modules and index theorems 1904.09276
• (w/ Bohan Fang) Gamma II for toric varieties from integrals on T-dual branes and homological mirror symmetry
• Sheaf Quantization of Legendrian Isotopy. 1804.08928
• Lagrangian Skeleton of Hypersurfaces in $(\mathbb C^*)^n$ . 1803.00320

Publications

• (w/ S. Zelditch) Pointwise Weyl laws for Partial Bergman kernels. 1805.05203 Algebraic and Analytic Microlocal Analysis pp 589-634
• (w/ S. Zelditch) Interface asymptotics of Partial Bergman kernels around a critical level. 1805.01804
• (w/ S. Zelditch) Central Limit theorem for toric Kahler manifolds. 1802.08501 (PAMQ, accepted)
• Twisted Polytope Sheaves and Coherent-Constructible Correspondence for Toric Varieties. 1701.00689 (Sel. Math. New Ser. (2019) 25: 1.)
• (w/ S. Zelditch) Central Limit theorem for spectral Partial Bergman kernels. 1708.09267 (Geom.Topol, Volume 23, Number 4 (2019), 1961-2004.)
• (w/ S. Zelditch) Interface asymptotics of partial Bergman kernels on $S^1$ -symmetric Kaehler manifolds. 1604.06655 (JSG, Volume 17 (2019), Number 3, 793 – 856)
• (w/ S. Zelditch, B.Hanin) Scaling of Harmonic Oscillator Eigenfunctions and Their Nodal Sets Around the Caustic. (with Steve Zelditch, Boris Hanin) 1602.06848 (CMP, March 2017, Volume 350, Issue 3, pp 1147–1183 )
• (w/ S. Zelditch, B.Hanin) Nodal Sets of Random Eigenfunctions for the Isotropic Harmonic Oscillator. 1310.4532 (IMRN, Volume 2015, Issue 13, 1 January 2015, Pages 4813–4839)