Dmitry Zakharov

James H. Simons Instructor
Department of Mathematics
Stony Brook University


Email: dvzakharov@gmail.com
Office: 4-101B Math
Phone: (631) 632-8351
Office hours: By appointment

Research interests: I am interested in various aspects of the theory of integrable systems, especially in its relations to algebraic geometry and differential geometry.

PhD: I defended my PhD at Columbia University in 2010. My advisor was Igor Krichever.

CV: My CV

Papers:
  • Samuel Grushevsky, Dmitry Zakharov, The double ramification cycle and the theta divisor, arXiv:1206.7001 [PDF]
  • Samuel Grushevsky, Dmitry Zakharov, The zero section of the universal semiabelian variety, and the double ramification cycle, arXiv:1206.3534 [PDF]
  • Dmitry Zakharov, The Weierstrass representation of discrete isotropic surfaces in R^{2,1}, R^{3,1} and R^{2,2}, Funct. Anal. Appl. 45 (2011), no. 1, 25-32 [PDF]
  • Igor Krichever, Dmitry Zakharov, A note on critical points of soliton equations, Anal. Math. Phys. 1 (2011), no. 1, 15-35 [PDF]
  • Dmitry Zakharov, A discrete analogue of the modified Novikov-Veselov hierarchy, Int. Math. Res. Not. IMRN 2010, 18, 3463-3488 [PDF]
  • Dmitry Zakharov, Isoperiodic deformations of the acoustic operator and periodic solutions of the Harry Dym equation, Theoret. and Math. Phys. 153 (2007), no. 1, 1388-1397 [PDF]

    Travel in 2012:
  • Integrability in Geometry and Mathematical Physics, Hausdorff Institute, Bonn, January 11th-January 25th
  • Integrable systems in Gromov-Witten and symplectic field theory, AIM, January 30th-February 3rd
  • AGNES, Amherst, March 30th-April 1st
  • GAeL XX and GAeL XX+, Grenoble, June 18th-June 28th
  • NEEDS 2012, Kolymvari, Greece, July 8th-July 15th
  • AGNES, Brown, October 26th-October 28th
  • Texas Geometry and Topology Conference, Rice, November 9th-November 11th

    Teaching:
    Spring 2012:
  • MAT 362: Differential Geometry of Surfaces
    Fall 2011:
  • MAT 203: Calculus III with Applications
  • MAT 312/AMS 351: Applied Algebra
    Spring 2011:
  • MAT 125: Calculus A
  • MAT 211: Linear Algebra
    Fall 2010:
  • MAT 126: Calculus B