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Results | Finalists | Contestants

Finalists of the 27th All-Russian Möbius Contest (2023)



Anastasia Vikulova
Higher School of Economics (Moscow)
The nomination "Undergraduates and graduates", 1st place
«Birational automorphism groups of Severi-Brauer surfaces over Q.»
Kvitko Ksenia
MIPT (Moscow)
The nomination "Undergraduates and graduates", 2nd place
«K-stability of log Fano threefolds of Maeda type with irreducible boundary.»
Anastasia Vakhrina
Saint Petersburg State University (Saint Petersburg)
The nomination "Undergraduates and graduates", diploma of a finalist
«Equilateral convex triangulations of projective plane with three conical points of different defects.»
Andrei Gundorov
Skoltech and Higher School of Economics (Moscow)
The nomination "Undergraduates and graduates", diploma of a finalist
«On Critical Points of Smooth Functions.»
Roman Stasenko
Lomonosov Moscow State University (Moscow)
The nomination "Undergraduates and graduates", diploma of a finalist
«Short SL2-structures on simple Lie algebras.»
Tikhon Pshenitsyn
Lomonosov Moscow State University (Moscow)
The nomination "Undergraduates", 1st place
«Commutative Lambek Grammars.»
Nikolai Borozenets
Saint Petersburg State University (Saint Petersburg)
The nomination "Undergraduates", 2nd place
«Deviation of the rank and crank modulo 11.»
Maria Dospolova
Saint Petersburg State University (Saint Petersburg)
The nomination "Undergraduates", 2nd place
«Mixed volume of infinite-dimensional convex compact sets.»
Andrei Zhizhin
Higher School of Economic (Moscow)
The nomination "Undergraduates", diploma of a finalist
«Newton Polytopes and Irreducibility.»
Polina Zakorko
Higher School of Economic (Moscow)
The nomination "Undergraduates", diploma of a finalist
«Values of the sl2 weight system on the chord diagrams whose intersection graphs are complete graphs.»


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