Qile Chen

Address: Rm 628, MC 4421 2990 Broadway New York, NY 10027 Email: q_chen@math.columbia.edu

I am a Simons post-doc fellow at Columbia University in the Mathematics Department. My main area of interest is algebraic geometry. I specialize in studying moduli theory using logarithmic geometry in the sense of Kato-Fontaine-Illusie, and its application to relative and degenerate Gromov-Witten theories.  Here is my CV, Research Statement, and Teaching Statement.

PUBLICATIONS

• Chow Quotients of Toric Varieties as Moduli of Stable Log Maps, Joint with Matthew Satriano, arXiv:1201.3406v1, preprint
• Logarithmic Stable Maps to Deligne-Faltings Pairs II, Joint with Dan Abramovich, arXiv:1102.4531, preprint
• The Evaluation Space of Logarithmic Stable Maps, Joint with Dan Abramovich, Danny Gillam, and Steffen Marcus, arXiv:1012.5416v1, preprint
• The degeneration formula for logarithmic expanded degenerations, arXiv:1009.4378v1, preprint
• Logarithmic Stable Maps to Deligne-Faltings Pairs I, arXiv:1008.3090, preprint
• Logarithmic Geometry and Moduli, Joint with Dan Abramovich, Danny Gillam, Yuhao Huang, Martin Olsson, Matthew Satriano, and Shenghao Sun arXiv:1006.5870, submitted to Handbook of Moduli, Farkas and Morrison, eds.
• Very Twisted Stable Maps, Joint with Steffen Marcus and Henning Ulfarsson, Communications in Analysis and Geometry, Volume 18, Number 4, arXiv:0811.0035.

TEACHING

• Spring 2012
  Instructor for Mathematics V1202 - Calculus IV;
  
• Spring 2011
  Teaching Fellow for MATH 0200 - Multivariable Calculus;
  
• Spring 2010
  Teaching Fellow for MATH 0100 - Introductory Calculus II;
  
• Fall 2008
  Teaching Fellow for MATH 0100 - Introductory Calculus II;
• Spring 2008
  Teaching Asistant for MATH 0520 - Linear Algebra;
• Fall 2007
  Teaching Asistant for MATH 0090 - Introductory Calculus I.