Andrew Neitzke Department of Mathematics The University of Texas at Austin 1 University Station, C1200 Austin, TX 78712, USA Email:
[email protected] Education 2000–2005 Harvard University: Ph.D. in Physics. Thesis entitled: “Toward a Nonperturbative Topological String,” advised by Professor Cumrun Vafa. Viva date: July 2005. 1999–2000 Cambridge University: Research supervised by Dr. Matthias Gaberdiel and Professor Peter Goddard. 1998–1999 Cambridge University: Certificate of Advanced Study in Mathematics (Part III of the Mathematical Tripos), with distinction. 1994–1998 Princeton University: A.B. Degree in Mathematics. Employment 2010– University of Texas at Austin, Department of Mathematics: Assistant Professor. 2008–2009 Harvard University, Department of Physics: Postdoctoral researcher. 2005–2008 Institute for Advanced Study, Princeton: Member. Awards and grants 2010 National Science Foundation grant 1006046 (DMS, Geometric Analysis): “Supersymmetric Gauge Theory, Donaldson-Thomas Invariants and Hyperkahler¨ Geometry.” 2000 NDSEG Graduate Fellowship. 1998 British Marshall Scholarship. 1998 Valedictorian, Princeton University, Class of 1998. Teaching Spring 2011 M 392C (Complex Geometry), University of Texas, Austin. Fall 2010 M 340L (Matrices and Matrix Calculations), University of Texas, Austin. Spring 2010 M 408L (Integral Calculus), University of Texas, Austin. Refereed publications D. Gaiotto, A. Neitzke and Y. Tachikawa, “Argyres-Seiberg duality and the Higgs branch,” Commun. Math. Phys. 294 (2009) 389–410, arXiv:0810.4541. D. Gaiotto, G. Moore and A. Neitzke, “Four-dimensional wall-crossing via three-dimensional field theory,” Commun. Math. Phys. 299 (2010) 163–224, arXiv:0807.4723. A. Neitzke and J. Walcher, “Background independence and the open topological string wave function,” in From Hodge theory to integrability and TQFT (2008), American Mathematical Society, arXiv:0709.2390.