The Schedule of the Seminar
«Geometry, Topology, and Their Applications»
over the 2025-2026 academic year
| 20.04.2026. | D.S. Klimentov (Rostov-on-Don). [online] Surface bending, basic techniques and some unsolved problems. |
| 13.04.2026. | R.N. Lee. Artificial intelligence and mathematical olympiads: an amateur's view. |
| 06.04.2026. | D.M. Anishchenko. Fundamental properties of Esakia spaces. |
| 30.03.2026. | O.V. Kaptsov. [online] Solutions of three-dimensional stationary gas dynamics equations. |
| 23.03.2026. | R.N. Lee. Domain decomposition method. |
| 10.03.2026. | V.O. Manturov (Moscow). [online]. A map from the classical world to the virtual world: how to use virtual knot theory techniques for classical objects. |
| 24.02.2026. | M.M. Alikbarov. H(n) Gordian graph is not Gromov hyperbolic. |
| 05.12.2025. | I.Yu. Bondarenko. Language, agents and complexity: how to automate research tasks with multi-agent systems. |
| 14.11.2025. | T. Shirinkin (Moscow). [online] A continuum of non-diffeomorphic embedded smooth structures on R4. [pdf] |
| 07.11.2025. | D.S. Klimentov (Rostov-on-Don). [online] Stochastic geometry of smooth surfaces. |
| 01.11.2025. | I.Yu. Bondarenko. Neural networks and mathematics? The state and prospects of modern neural network theory. |
| 24.10.2025. | N.A. Vaitsel. The Cormack inversion formula for Doppler tomography in two dimensions. |
| 17.10.2025. | I.V. Kuznetsov. [online] The Navier stokes equations with an impulsive force. |
| 10.10.2025. | G.K. Sokolova. Smith form of companion matrix for superposition of polynomials and a constructive proof of Plans theorem for two-bridge knots. |
| 03.10.2025. | O.V. Kaptsov. [online] Solutions to the equations of acoustics of inhomogeneous media and gas dynamics. [pdf] |
| 26.09.2025. | I.A. Bizyaev (Izhevsk). [online] Qualitative analysis of geodesics in General Relativity. |
| 19.09.2025. | M.V. Belova (Moscow). [online] Transcendental invariants and integrability of planar rational differential systems. |
| 12.09.2025. | I.Yu. Polekhin (Moscow). [online] A Topological Approach to Bogolyubov's Averaging Method. |
| 26.08.2025. | G.I. Sharygin (Moscow). The properties of full symmetric Toda: first integrals, phase portrait, symmetries and other things. |