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Results | Finalists | Contestants

Contestants of the 25th All-Russian Möbius Contest (2021)

Undergraduates and graduates

 
Abramyan Semyon
Higher School of Economics and Scholtech
(Moscow)
  On homology of the MSU spectru
 
Artemova Elizaveta
Saint Petersburg State University
(Saint Petersburg)
  Operator error estimates for homogenization of nonstationary Schrödinger-type equations
 
Belova Anna
Bashkir State University
(Ufa)
  Perturbation theory methods in problem of parametric resonance for linear periodic Hamiltonian system.
 
Bobrova Irina
Higher School of Economics
(Moscow)
  On symmetries of the non-stationary PII(n) hierarchy and their applications.
 
Bolbachan Vasily
Higher School of Economics
(Moscow)
  Chow dilogarithm and reciprocity laws.
 
Filippova Polina
Higher School of Economics
(Moscow)
  Values of the sl_2 weight system on a family of graphs that are not intersection graphs of chord diagrams.
 
Iudelevich Vitalii
Lomonosov Moscow State University
(Moscow)
  On the tree structure of natural numbers.
 
Khakimov Dzhamoliddin
Kazan Federal University
(Kazan)
  Lie algebras of projective motions of 5-dimensional pseudo-Riemannian manifolds.
 
Kibkalo Vladislav
Lomonosov Moscow State University
(Moscow)
  Topological invariants of Kovalevskaya system and its analogs.
 
Molokov Semen
Higher School of Economics
(Moscow)
  Prismatic Cohomology and De Rham-Witt Forms.
 
Semenov Andrei
Saint-Petersburg Department of Steklov Mathematical Institute
(Saint-Petersburt)
  BV-structure on Hochschild cohomology for exeptional local algebras of quaternion type: case of even dimension.
 
Semenova Natalia
Lomonosov Moscow State University
(Moscow)
  New estimates for short Kloosterman sums with weights.
 
Senouci Maryam
RUDN University
(Moscow)
  Boundedness of Riemann–Liouville fractional integral operator in Morrey spaces.
 
Smolkov Mikhaill
Povolzhskiy State University of Telecommunications and Informatics
(Samara)
  Software development for implementing a model of porous structures based on three periodic surfaces.
 
Tyurin Dimitry
Higher School of Economics
(Moscow)
  Milnor K-groups and differential forms.
 
Zhuravleva Elizaveta
Lomonosov Moscow State University
(Moscow)
  Adams--Hilton models and higher Whitehead brackets for polyhedral products.
 

Undergraduates

 
Alexandrov Stepan
Moscow Institute of Physics and Technology
(Moscow)
  Combinatorial properties of compact hyperbolic Coxeter polytopes.
 
Bilich Boris
Higher School of Economics
(Moscow)
  Classification of noncommutative monoid structures on normal affine surfaces.
 
Gubarevich Danil
Higher School of Economics
(Moscow)
  On Picard group of moduli space of curves via r-spin structures.
 
Gubkin Pavel
Saint-Petersburg State University
(Saint-Petersburg)
  Mate-Nevai-Totik theorem for Krein systems.
 
Karagodin Nikita
Saint-Petersburg State University
(Saint-Petersburg)
  A limit theorem for the last exit time from a moving boundary for a Gaussian process.
 
Korablina Yulia
Southern Federal University
(Rostov-on-Don)
  Boundedness of classical operators in Banach and quasi-Banach spaces of holomorphic functions.
 
Kudryakov Dmitrii
Saint-Petersburg State University
(Saint-Petersburg)
  Stability analysis of linear time delay systems with uncertain parameters.
 
Mironov Ilya
Pskov State University
(Pskov)
  Variational method of designing the shape of a body of a given volume with the least resistance to the oncoming flow.
 
Pshenitsyn Tikhon
Lomonosov Moscow State University
(Moscow)
  Powerful and NP-complete: Hypergraph Lambek Grammars.
 
Rozhdestvenskii Vasilii
Higher School of Economics
(Moscow)
  Steenrod’s problem on realization of cycles.
 
Shirokovskikh Svetlana
Higher School of Economics
(Moscow)
  Transformations of 2-port networks and tiling by rectangles.
 
Smolin Vladislav
Ural Federal University
(Ekaterinburg)
  Images of submetrizable spaces.
 
Spiridonov Igor
Higher School of Economics and Scholtech
(Moscow)
  The Top Homology Group of the Genus 3 Torelli Group.
 
Zakharov Alexander
Higher School of Economics
(Moscow)
  On the Cohomology of Eilenberg-MacLane Spaces.
 
Zakorko Polina
Higher School of Economics
(Moscow)
  Maximum of Probability in Feynman Checkers.
 
 
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