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Contest | Contestants

Contestants of the 21st All-Russian Möbius Contest (2017)

Undergraduates and graduates

 
Alekseeva Daria
Higher School of Economics
(Moscow)
 Generators and Relations of Symplectic Mapping Class Group of Rational 4-manifolds
 
Bashmakov Stepan
Siberian Federal University
(Krasnoyarsk)
 Unification in Linear Modal Logic on Non-transitive Time with the Universal Modality
 
Guseva Lyalya
Higher School of Economics
(Moscow)
 On the characteristic foliation on a smooth hypersurface in a holomorphic symplectic fourfold
 
Ivanov Alexei
Higher School of Economics
(Moscow)
 Infinite series of components of moduli schemes of semistable rank 2 sheaves on P3 with singularities of mixed dimension
 
Krylov Vasily
Higher School of Economics
(Moscow)
 Integrable crystals and restriction to Levi via generalized slices in the affine Grassmannian
 
Rogov Vasily
Higher School of Economics
(Moscow)
 Kähler submanifolds in Iwasawa manifolds
 
Sokolova Alexandra
RUDN University
(Moscow)
 Investigation of the eigenvalues of the shift operator (an example for a nonlinear autonomous ODE system)
 

Undergraduates

 
Abramyan Semyon
Higher School of Ecomonics
(Moscow)
 Iterated Higher Whitehead product in topology of moment-angle complexes
 
Balakin Andrei
Higher School of Ecomonics
(Moscow)
 Gluing squares over a tetrahedron
 
Vikulova Anastasiya
Lomonosov Moscow State University
(Moscow)
 The first Robin eigenvalue for the domains in Rn
 
Galkovsky Egor
Saint-Petersburg State University
(Saint-Petersburg)
 Trace formula for differential operator on a segment under the lowest coefficient perturbation by finite signed measure
 
Davydov Vladislav
Moscow Institute of Physics and Technology
(Moscow)
 Generalizing Ramanujan’s trigonometric identity
 
Kirillov Ilya
Lomonosov Moscow State University
(Moscow)
 Morse-Darboux lemma for surfaces with boundary
 
Klyuev Daniil
Saint-Petersburg State University
(Saint-Petersburg)
 Deformations of pairs of Kleinian singularities
 
Malkanova Anna
Siberian Federal University
(Krasnoyarsk)
 Some applications of resultants
 
Panasenko Alexander
Novosibirsk State University
(Novosibirsk)
 Just infinite alternative and Jordan algebras
 
Sirotkin Dmitry
Higher School of Economics – Nizhny Novgorod
(Nizhny Novgorod)
 Polynomial-time solvability of the independent set problem in a class of subcubic planar graphs
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