9:00-9:50, Yu.G. Reshetnyak (Novosibirsk). Differential properties of one class of surfaces

10:00-10:50, V.E. Zakharov (Moscow). Spaces of diagonal curvature and n-orthogonal coordinate systems

11:10-12:00, S.K. Godunov (Novosibirsk). Thermodynamically consistent model of relativistic hydrodynamics

12:10-13:00, S.P. Tsarev (Krasnoyarsk). Classical and modern results of integration theory of algebraic functions

14:00-14:50, D.S. Chelkak (St. Petersburg). Conformal invariance in the critical Ising model: correlations and interfaces

15:00-15:50, V.P. Golubyatnikov (Novosibirsk). Phase portraits of certain nonlinear dynamical systems in mathematical biology

15:50-16:20, E.Yu. Bun'kova (Moscow). Krichever formal group and deformed Baker-Akhiezer function

16:40-17:10, Ya.V. Bazaikin (Novosibirsk). Riemannian metrics with holonomy group G2 of cohomogeneity one

17:10-17:40, E.A. Fominykh (Chelyabinsk). Exact values of complexity for infinite series of 3-manifolds

17:40-18:00, D.A. Slutskiy (Toulouse, France). One necessary condition of flexibility for suspension in hyperbolic space

9:00-9:50, S.V. Matveev (Chelyabinsk). Primary decompositions and Diamond Lemma

10:00-10:50, I.A. Dynnikov (Moscow). Simplifying discs for rectangular diagrams

11:10-12:00, V.A. Sharafutdinov (Novosibirsk). Calderon problem for exterior differential forms. The statement and the first results

12:10-13:00, S.K. Vodopyanov (Novosibirsk). Metric geometry of Carnot-Caratheodory spaces and applications

14:00-14:50, P.I. Plotnikov (Novosibirsk). Modeling hydroelastic waves and the Willmore functional

15:00-15:50, A.B. Zheglov (Moscow). On the rings of commuting differential operators

15:50-16:20, D.V. Millionchikov (Moscow). Variety of nilpotent Lie algebras: Rigid central extensions

16:40-17:10, A.P. Chupakhin (Novosibirsk). Geometrical aspects of hydrodynamics on sphere

17:10-17:40, T.E. Panov (Moscow). The intersections of quadrics, the moment-angle manifolds and Hamiltonian-minimal Lagrangian embeddings

17:40-18:10, A.E. Mironov (Novosibirsk). Commuting selfadjoint differential operators and commutative Weyl subalgebras

9:00-9:50, D. Repovs (Ljubljana, Slovenia). The Bing-Borsuk and the Busemann Conjectures

10:00-10:50, A.D. Mednykh (Novosibirsk). Geometry of knots and links

11:10-12:00, V.N. Berestovskiy (Omsk). Zonal spherical functions on compact symmetric spaces of rank 1 and special functions

12:10-12:40, Yu.D. Burago (St. Petersburg). Surfaces in normed spaces after D.Burago and S.Ivanov

14:00-14:50, E.E. Skurikhin (Vladivostok). Cohomological dimension of categorical topological spaces

15:00-15:50, V.V. Verchinine (Montpellier, France). Brunnian Braids on Surfaces

15:50-16:20, A.V. Zhubr (Syktyvkar). Enumeration of three-dimensional knots in manifold S³xS³ (classification up to diffeomorphism)

16:40-17:10, E.Yu. Emelyanov (Ankara, Turkey). Geometry of Banach spaces and operator theory

17:10-17:40, V.Yu. Rovenski (Haifa, Israel). Extrinsic Geometry of Codimension one Foliations

17:40-18:00, Ya.V. Slavolyubova (Kemerovo). The left-invariant pseudo-Einstein structure on a fivedimensional Lie groups

9:00-9:50, V.V. Chueshev (Kemerovo). Prym differentials on variable Riemann surfaces

10:00-10:50, A.P. Kopylov (Novosibirsk). On the unique determination of the conformal type of polygonal areas with related boundaries

11:10-11:40, V.A. Alexandrov (Novosibirsk). Around A.D. Alexandrov theorem on the characterization of a sphere

11:40-12:10, A.A. Egorov and N.S. Orlova (Novosibirsk). Stability of classes of solutions for differential equations with quasi-convex function and zero-Lagrangian

12:10-12:40, A.G. Kachurovskii (Novosibirsk). Geometrical and physical meaning of martingale-ergodic theorem

14:00-14:30, A.V. Greshnov (Novosibirsk). The geometry of cc-balls for Heisenberg groups

14:30-15:00, N.V. Abrosimov (Novosibirsk). Volumes of nonEuclidean polyhedra

15:00-15:30, K.V. Storozhuk (Novosibirsk). Symmetric invariant spaces of complexifications for linear operators

15:50-16:20, D.V. Egorov (Yakuts). A new equation on Calabi-Yau metric in low dimensions

16:20-16:50, E.I. Shamaev (Yakutsk). Convergence of the discrete analogue of the inverse mean curvature flow for strictly convex polygons

16:50-17:10, A.V. Maslei (Novosibirsk). Two-generated isometry groups of the hyperbolic space: orbits of points and discreteness

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© Sobolev Institute of Mathematics, 2011

With the participation of Laboratory of geometrical methods in mathematical physics, MSU