Children
Sign in to add trainee| Anton Dzhamay | grad student | 2000 | Columbia |
| Alexei A. Akhmetshin | grad student | 2003 | Columbia |
| Iouri S. Volvovski | grad student | 2003 | Columbia |
| Dmitry Zakharov | grad student | 2010 | Columbia |
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Publications
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| Krichever IM, Zakharov DV. (2011) A note on critical points of integrals of soliton equations Analysis and Mathematical Physics. 1: 15-35 |
| Grushevsky S, Krichever I. (2010) Integrable discrete Schrödinger equations and a characterization of Prym varieties by a pair of quadrisecants Duke Mathematical Journal. 152: 317-371 |
| Grushevsky S, Krichever I. (2009) The universal Whitham hierarchy and the geometry of the moduli space of pointed Riemann surfaces Surveys in Differential Geometry. 14: 111-130 |
| Krichever IM. (2008) Abelian solutions of the soliton equations andRiemann-Schottky problems Russian Mathematical Surveys. 63: 1011-1022 |
| Krichever I. (2006) A characterization of Prym varieties International Mathematics Research Notices. 2006 |
| Buchstaber VM, Krichever IM. (2006) Integrable equations, addition theorems, and the Riemann-Schottky problem Russian Mathematical Surveys. 61: 19-78 |
| Krichever I, Marshakov A, Zabrodin A. (2005) Integrable structure of the dirichlet boundary problem in multiply-connected domains Communications in Mathematical Physics. 259: 1-44 |
| Krichever IM. (2004) Analytic theory of difference equations with rational and elliptic coefficients and the Riemann-Hilbert problem Russian Mathematical Surveys. 59: 1117-1154 |
| Krichever I, Mineev-Weinstein M, Wiegmann P, et al. (2004) Laplacian growth and Whitham equations of soliton theory Physica D: Nonlinear Phenomena. 198: 1-28 |
| Krichever IM, Novikov SP. (2003) Two-dimensionalized Toda lattice, commuting difference operators, and holomorphic bundles Russian Mathematical Surveys. 58: 473-510 |