GrandCanyon.JPG Maksym Fedorchuk
Ritt Assistant Professor
Department of Mathematics
Columbia University
2990 Broadway, MC 4417
New York, NY 10027
Work: 212-854-4759
Fax: 212-854-8962
mfedorch@math.columbia.edu

Curriculum Vitae (January 2012)

Research

  1. GIT of genus five canonical curves, in preparation
  2. Stability of 2nd Hilbert points of canonical curves (joint with David Jensen) on arXiv:1111.5339
  3. Finite Hilbert stability of canonical curves, II. The even-genus case (joint with Jarod Alper and David Smyth) on arXiv:1110.5960
  4. Finite Hilbert stability of (bi)canonical curves (joint with Jarod Alper and David Smyth) on arXiv:1109.4986
  5. The final log canonical model of the moduli space of stable curves of genus four
    International Mathematics Research Notices (2012) doi:10.1093/imrn/rnr242, 23pp (journal version)
  6. Cyclic covering morphisms on $\overline{M}_{0,n}$ on arXiv:1105.0655
    An addendum: Type A level one conformal blocks revisited
  7. Alternate compactifications of moduli spaces of curves (joint with David Smyth) on arXiv:1012.0329
    in Handbook of Moduli, editors Gavril Farkas and Ian Morrison, to be published by International Press in 2012.
  8. Singularities with $\mathbb{G}_m$-action and the log minimal model program for $\overline{M}_g$ (joint with Jarod Alper and David Smyth) on arXiv:1010.3751
  9. Moduli spaces of hyperelliptic curves with A and D singularities on arXiv:1007.4828
  10. Moduli spaces of weighted stable curves and log canonical models of $\overline{M}_{g,n}$
    Math. Res. Lett., 18 (2011) no. 4, 663-675 (journal version)
  11. Ample divisors on moduli spaces of pointed rational curves (joint with David Smyth)
    J. Algebraic Geom., 20 (2011) no. 4, 599-629 (journal version)
  12. Severi varieties and the moduli space of curves (Harvard dissertation) on arXiv:0710.1623
  13. Rigidity and polynomial invariants of convex polytopes (joint with Igor Pak)
    Duke Math. J., 129 (2005), no. 2, 371-404 (journal version)

Meetings organized

Teaching

Travel


Last Modified: January 20, 2012