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| July 24, 1953 |
| Belarus |
| Married, has a son and two granddaughters |
Department of Computational Mathematics and Mathematical Modeling
Institute of Mathematics, NASB
11 Surganov Str., 220072 Minsk, Republic of Belarus
Phones:
+375 17 2248681 (office)
+375 17 2214440 (home)
+375 29 6714440 (mobile)
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- M.S., Applied Mathematics, Belarusian State University, Belarus, 1975
- Ph.D., On convergence of difference schemes for one-dimensional gasdynamics, Mathematics and Physics, Institute of Mathematics, National Academy of Sciences of Belarus, 1980
- Dr.S., Difference schemes on adaptive in time grids for boundary-value problems of mathematical physics, Mathematics and Physics, Institute for Mathematical Modelling, Russian Academy of Sciences, 1995
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| 1975-1976 |
Special student, Institute of Mathematics, Academy of Sciences of Belarus (ASB) |
| 1976-1977 |
Programmer, Institute of Mathematics, ASB |
| 1977-1983 |
Junior Researcher, Institute of Mathematics, ASB |
| 1983-1989 |
Senior Researcher, Institute of Mathematics, ASB |
| 1989-2004 |
Head of the Department of Numerical Simulation, Institute of Mathematics, ASB |
| 2004-2014 |
Deputy Director, Institute of Mathematics, NASB |
| 2004-present |
Professor of The John Paul II Catholic University of Lublin, Poland |
| 2015-present |
Senior Researcher, Institute of Mathematics, ASB |
| 1996 |
Professor of Mathematics, Institute of Mathematics, ASB |
| 2018 |
Corresponding member of the National Academy of Sciences of Belarus |
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- A.I. Sherbaf, defended in 1986
The study of convergence and stability of difference schemes for some nonstationary nonlinear problems of mathematical physics
- A.N. Shavel, defended in 1986
On accuracy of some classes of difference schemes for gas dynamics and magnetic fluid dynamics
- A.A. Egorov, defended in 1987
Numerical modeling to nonlinear processes of localization of peaking modes
- L.V. Stanishevskaya, defended in 1988
On convergence of difference schemes for quasilinear parabolic and hyperbolic equations
- M.M. Chuiko, defended in 1994
Difference methods for solving the problems on hydraulic nets
- I.A. Mikhiliouk, defended in 1996
Computational methods for gas and fluid dynamics on adaptive grids
- V.S. Shchehlik, defended in 1997
Stability and convergence of difference schemes with operator-weighted factors
- V.G. Rychagov, defended in 1999
Difference schemes on nonuniform spatial grids
- I.N. Panayotova, defended in 2000
Coefficient stability of difference schemes
- S.V. Lemeshevsky, defended in 2000
Difference schemes for problems on conjugation of hyperbolic and parabolic equations
- A.N. Zyl, defended in 2000
Difference schemes of increased order of accuracy in general domains
- D.A. Malafei, defended in 2001
Difference schemes on nonuniform grids for evolutionary problems with variable coefficients
- I.V. Rybak, defended in 2004
Monotone and conservative difference schemes for nonlinear nonstationary equations and equations with mixed derivatives
- E.L. Zyuzina, defended in 2005
Three-layer difference schemes on nonuniform grids
- G.L. Martsynkevich, ddefended in 2007
Monotone difference schemes for equations of parabolic type
- O.M. Koroleva, defended in 2008
Computational methods for solving of heat and mass transfer problems in hydrologic nets
- M. Lapinska-Chrzczonowicz, defended in 2009
Exact difference schemes for parabolic equation
- A. Kolodynska, defended in 2010
Higher order difference schemes for hyperbolic equations
- D.B. Poliakov, defended in 2014
Stability and monotonicity of difference schemes for nonlinear hyperbolic equations of the first order
- Le Minh Hieu, defended in 2018
Two-side estimates for solutions of difference schemes and its application
- Vo Thi Kim Tuyen, defended in 2018
Difference schemes for quasilinear parabolic problems with mixed boundary conditions
- B.D. Utebaev, defended in 2022
Compact and monotone difference schemes for first-order hyperbolic equations and parabolic equations.
- Hoang Thi Kieu Anh, defended in 2023
Difference schemes of high order accuracy for hyperbolic equations.
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