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Vyacheslav Tsybulin 

Заведующий кафедрой

Institute of Mathematics, Mechanics, and Computer Science named after of I.I. Vorovich

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Degree: Doctor of Sciences

Personal page in Russian:
Personal page in English:

Research interests:

Some papers

Frischmuth, K., Kovaleva, E.S., Tsybulin, V.G. Family of equilibria in a population kinetics model and its collapse (2011) Nonlinear Analysis: Real World Applications, 12 (1), pp. 145-155.

Karasözen, B., Trofimova, A.V., Tsybulin, V.G. Natural convection in porous annular domains: Mimetic scheme and family of steady states (2012) Journal of Computational Physics, 231 (7), pp. 2995-3005.

Karasözen, B., Nemtsev, A.D., Tsybulin, V.G. Staggered grids for three-dimensional convection of a multicomponent fluid in a porous medium (2012) Computers and Mathematics with Applications, 64 (6), pp. 1740-1751.

Trofimova, A.V., Tsibulin, V.G. Filtration convection in an annular domain and branching of a family of steady-state regimes (2014) Fluid Dynamics, 49 (4), pp. 481-490.

Budyansky, A.V., Tsybulin, V.G. The effect of directed migration on the formation of spatial population structures (2015) Biophysics (Russian Federation), 60 (4), pp. 622-631.

Epifanov, A.V., Tsybulin, V.G. Modeling of oscillatory scenarios of the coexistence of competing populations (2016) Biophysics (Russian Federation), 61 (4), pp. 696-704.

Abdelhafez, M.A., Tsybulin, V.G. Anisotropy effect on the convection of a heat-conducting fluid in a porous medium and cosymmetry of the Darcy problem, (2017) Fluid Dynamics.  52(1), pp. 49-57.

Abdelhafez, M.A., Tsybulin, V.G. Numerical simulation of convective motion in an anisotropic porous medium and cosymmetry conservation,  (2017) Computational Mathematics and Mathematical Physics. 57(10), pp. 1706-1719..

Abdelhafez, M.A., Tsybulin, V.G. Anisotropic Problem of Darcy Convection: Family of Steady Flows and Its Disintegration during the Destruction of Cosymmetry,  (2018) Fluid Dynamics. 53(6), pp.738-749.

Budyansky, A.V., Frischmuth, K., Tsybulin, V.G. Cosymmetry approach and mathematical modeling of species coexistence in a heterogeneous habitat (2019) Discrete and Continuous Dynamical Systems - Series B.  24(2), pp. 547-561.