Thomas H Parker
Professor, Department of Mathematics
Location: D216 Wells Hall
Phone: 517-353-8493
Email: parker@msu.edu
CV: Download CV
Bio
My research is in geometric analysis and its connections with mathematical physics. It involves intriguing combinations of ideas and techniques from several different fields, including algebraic geometry, differential geometry, topology, and partial differential equations. My recent work uses PDE and analysis methods to study Gromov-Witten invariants.
Office Hours
- Monday: 12:40--1:30
- Tuesday: 11-12
- Friday: 12:40--1:30
Selected Publications
- The Goparkumar-Vafa formula for symplectic manifolds, Annals of Math., 187 (2018), 1-64 (with Eleny Ionel). View Publication
- Spin Hurwitz numbers and the Gromov-Witten invariants of Kahler Surfaces (with Junho Lee), Comm. Analysis & Geometry, 21, No. 5, (2013). View Publication
- Relative Gromov-Witten Invariants, Annals of Math., 157 (2003), 1-52 (with E.-N. Ionel). View Publication
- Bubble Tree Convergence for Harmonic Maps, J. Diff. Geometry 44 (1996), 595-633. View Publication
- The Yamabe Problem, Bulletin of the AMS 17 (1987), 37-91 (with J. M. Lee). View Publication