The Schedule of the Seminar
«Geometry, Topology, and Their Applications»
over the 2024-2025 academic year
25.04.2025. | V.A. Bochko. Introduction to orthogonal curvilinear coordinates.II. |
18.04.2025. | V.A. Bochko. Introduction to orthogonal curvilinear coordinates.I. |
11.04.2025. | A.N. Kudryavtsev. Hysteresis phenomenon at steady shock wave reflection.II. |
04.04.2025. | A.N. Kudryavtsev. Hysteresis phenomenon at steady shock wave reflection.I. |
21.03.2025. | A.B. Bogatyrev (Moscow). [online] Zolotarev fractions: a review. |
14.03.2025. | M.E. Ivanov. Invariants of virtual knots and links. |
07.03.2025. | A.A. Egorov. Volume bounds for polyhedra in Lobachevsky space. |
28.02.2025. | A.Yu. Buryak (Moscow). Generalization of the associativity relation in all genera and integrable systems. |
31.01.2025. | S.L. Lyakhovich (Tomsk). Gauge symmetry and partially Lagrangian systems. [pdf] |
24.01.2025. | Yi Huang (Nanjing Normal University, China). An optimal time-singularity of the estimate for the heat semigroup related to the critical Sobolev embedding. |
13.12.2024. | M. Ivlev. Theta functions and the KP equation.II. |
11.12.2024. | A.B. Zheglov (Moscow). [online] Normal forms for ordinary differential operators and the Dixmier conjecture for the first Weyl algebra.II. [pdf] |
06.12.2024. | A.B. Zheglov (Moscow). [online] Normal forms for ordinary differential operators and the Dixmier conjecture for the first Weyl algebra.I. [pdf] |
29.11.2024. | M. Ivlev. Theta functions and the KP equation.I. |
22.11.2024. | V.N. Potapov. On the representation of functions of several variables by superpositions of functions of smaller number of variables (based on papers by V.I. Arnold and A.N. Kolmogorov). |
08.11.2024. | S.B. Medvedev. Evolutionary equations for hydrodynamic moments of a continuous medium of non-interacting particles. |
01.11.2024. | Yu.V. Vyatkin (Moscow). A mathematical approach to the analysis of binding surfaces and embedding spaces for bioengineering. [pdf] |
25.10.2024. | K.V. Gilev. Characterization of red blood cells: from differential geometry to the inverse scattering problem. |
18.10.2024. | S.V. Agapov. Polynomial integrals of geodesic flows and the generalized hodograph method.III. |
11.10.2024. | S.V. Agapov. Polynomial integrals of geodesic flows and the generalized hodograph method.II. |
27.09.2024. | S.V. Agapov. Polynomial integrals of geodesic flows and the generalized hodograph method.I. |
20.09.2024. | L.A. Grunwald. Analytical theory of circulant graphs and its applications to combinatorial analysis. |
13.09.2024. | M.V. Belova (Moscow). [online] Invariant manifolds and integrability of polynomial vector fields. [pdf] |