Persons: Sechkin, Georgij Mikhajlovich

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Sechkin, Georgij Mikhajlovich

Speciality:

01.01.04 (Geometry and topology)

Birth date:

29.04.1992

E-mail:

Keywords:

dynamical systems; integrable Hamiltonian equations; topological invariants of dynamical systems

Subject:

Study of the foliation of an integrable system "Ellipsoid on a smooth plane"

Main publications:

Sechkin G., “Minimal triangulations of two-dimensional manifolds”, Moscow University Mathematics Bulletin, 71:1 (2016), 7–14

	Publications in Math-Net.Ru	Citations
	2016
1.	G. M. Sechkin, “Minimal triangulations of two-dimensional manifolds”, Vestnik Moskov. Univ. Ser. 1. Mat. Mekh., 2016, no. 1, 9–16 ; Moscow University Mathematics Bulletin, 71:1 (2016), 7–14

Presentations in Math-Net.Ru

1.	Матрица монодромии в задаче движении эллипсоида вращения по гладкой плоскости G. M. Sechkin Modern geometry methods September 14, 2016 18:30
2.	Минимальные графы на многообразиях G. M. Sechkin Modern geometry methods February 24, 2016 18:30
3.	Топологические инварианты движения эллипсоида по гладкой плоскости G. M. Sechkin Modern geometry methods April 15, 2015 18:30
4.	Механические аналогии в задаче о движении эллипсоида вращения по гладкой плоскости G. M. Sechkin Modern geometry methods March 25, 2015 18:30
5.	Classification of 3-dimensional surfaces in the problem of motion of a dinamically symmetrical ellipsoid on a rough surface G. M. Sechkin Modern geometry methods September 10, 2014 18:30
6.	Fomenko-Zieschang invariants in the problem of motion of nonhomogeneous ellipsoid of revolution with dynamic symmetry on frictionless plane G. M. Sechkin Differential geometry and applications March 31, 2014 16:45
7.	Integrable cases for the motion of a heavy ellipsoidal body on smooth horizontal plane G. M. Sechkin Modern geometry methods November 28, 2012 18:30
8.	A connection between minimal triangulations of two-dimensional manifolds and complete graphs G. M. Sechkin Modern geometry methods October 24, 2012 18:30

Organisations