Log Pseudoholomorphic Maps and Degeneration Formula (Current Project)
 Towards a degeneration formula for the GromovWitten invariants of symplectic manifolds
arXiv:1710.00599
 Pseudoholomorphic maps relative to normal crossings symplectic divisors: compactification
arXiv:1710.00224
Foundations of GromovWitten Theory Normal Crossings Symplectic Divisors and Varieties
 (with M. McLean and A. Zinger) Normal crossings singularities for symplectic topology; structures
In preparation
 (with M. McLean and A. Zinger) Normal crossings singularities for symplectic topology II
In preparation
 (with M. McLean and A. Zinger) Singularities and semistable degenerations for symplectic topology
arXiv:1707.01464
 (with A. Zinger) Normal crossings degenerations of symplectic manifolds
arXiv:1603.07661
 (with M. McLean and A. Zinger) The smoothability of normal crossings symplectic varieties
arXiv:1410.2573
 (with M. McLean and A. Zinger) Normal crossings singularities for symplectic topology
arXiv:1410.0609
Symplectic Sum Formula
 (with A. Zinger) On the refined symplectic sum formula for GromovWitten invariants
arXiv:1412.8205
 (with A. Zinger) On the Rim tori refinement of relative GromovWitten invariants
arXiv:1412.8204
 (with A. Zinger) On symplectic sum formulas in GromovWitten theory
Expository article, arXiv:1404.1898
Applications of Algebraic Geometry to Information Theory Real/Open GromovWitten TheoryOther Subjects
Recorded Talks
On the compactification problem for (certain) moduli spaces of Jholomorphic maps, SCGP Fall 2017
Absolute vs. Relative GW invariants, IAS Fall 2015
Symplectic sum formulas: an overview, SCGP Winter 2014
Real GromovWitten theory in genus zero and beyond, SCGP Spring 2013
Misc
Symplectic normal crossings (sub)varieties and their smoothings, Aarhus, 2017
Lectures on Kuranishi structures by K. Fukaya; Spring 2014, Simons Center
Workshop on Moduli Spaces of Pseudoholomorphic Curves I; March 1721, 2014, Simons Center
Workshop on Moduli Spaces of Pseudoholomorphic Curves II; June 26, 2014, Simons Center

