The Schedule of the Seminar
«Geometry, Topology, and Their Applications»
over the 20182019 academic year
20.05.2019.  On diploma works:

17.05.2019.  On diploma works:

06.05.2019.  On diploma works:

29.04.2019.  V.A. Sharafutdinov The ray transform with polynomial weight on Euclidean space. 
08.04.2019.  A. Senninger Study of black hole phenomena via the Schwarzschild singularity in Kruskal coordinates. 
25.03.2019.  M.N. Dulin On discrete models of physical spaces. 
11.03.2019.  A.D. Dolgov Massive black holes in the universe and other mysterious objects. The mechanism of their possible origin. 
04.03.2019.  H.B. Rademacher (Leipzig University, Germany) Critical values of homology classes of loops and positive curvature. 
18.02.2019.  V.N. Snytnikov Astrophysics and astrochemistry of exoplanets  supercomputer modeling and its problems. [pdf] 
11.02.2019.  A.Yu. Vesnin The density of a set of zeros of polynomials which are invariants of spatial graphs. 
04.02.2019.  Z.V. Makridin Periodic oscillations and waves in nonlinear weakly coupled dispersive systems. 
24.12.2018.  A.V. Gavrilov Stationary Euler flow with a compact support. 
17.12.2018.  I.M. Kulikov The hydrodynamical simulation of SNIa. [pdf] 
10.12.2018.  K. Brodt Correction of misprints in the full name by artificial neural networks. 
26.11.2018.  R.A. Bogdanova, V.A. Kyrov (GornoAltaysk) The groups of motions of threedimensional maximal local mobility geometries. 
29.10.2018.  K.S. Gotin An analogue of Markov's theorem for doodles on a twosphere.II. 
22.10.2018.  K.S. Gotin An analogue of Markov's theorem for doodles on a twosphere.I. 
15.10.2018.  L.H. Kauffman (The University of Illinois at Chicago, NSU) Khovanov homology for virtual knots.II. 
08.10.2018.  L.H. Kauffman (The University of Illinois at Chicago, NSU) Khovanov homology for virtual knots.I. 
01.10.2018.  N.E. Russkikh Deep neural networks.II. 
24.09.2018.  N.E. Russkikh Deep neural networks.I. 
10.09.2018.  M.V. Neshchadim Braids, knots and groups of knots. 
03.09.2018.  S.V. Agapov On integrability of magnetic geodesic flows on a 2torus on all energy levels. 