Education

11/2015-02/2019 : Ph. D Major, Belarussian State University, Minsk, Belarus

09/2014-06/2015 : Master of Mathematics, Belarussian State University, Minsk, Belarus

09/2009-06/2014 : Bachelor of Mathematics, Belarussian State University, Minsk, Belarus

Work Experience

10/2021- now : Associate Professor, Faculty of Mechanics and Mathematics, Belarussian State University.

03/2018-09/2021 : Assistant, Faculty of Mechanics and Mathematics, Belarussian State University.

Research Interests

My research is focused on probability theory, stochastic processes, entropy, generalized functions, differential equations, stochastic generalized differential equations. 

Publications:

1. Spaskov S.A., Khmyzov A.K. Boundary value problem for system of finite-difference with averaging equations. J. Belarus. State Univ. Math. Inform. No. 1. P. 17–28 (2018) (in Russ.)

2. Zhuk A., Yablonskiy O., Spaskov S. Associated solutions of the system of nonautonomous differential equations with generalized coefficients. Mixed case. BSPU Bulletin № 4 (102). – (Series 3. «Physics. Mathematics. Informatics. Biology. Geography») – P. 16–22. (2019) (in Russ.)

3. Spaskov S.A., Stachulenok S.P. Mathematical and Applied Statistics. Curriculum of higher education in academic disciplines in the specialty: 1-31 80 03 Mathematics and computer science, profiling "Web development and Internet technologies". Minsk, BSU (2021)

4. Spaskov S.A., Khmyzov A.K. General form of associated solutions of a boundary value problem for a system of linear differential equations with generalized coefficients. Erugin readings: materials of the Intern. scientific conf. on differential equations, Mogilev, May 14-17, 2019 / Institute of Mathematics of the National Academy of Sciences of Belarus; editorial board: A.K. Demenchuk [and others] - Part 2. - pp. 56-57. Minsk. (2019)  (in Russ.)

5. Spaskov S.A., Khmyzov A.K. Existence of associated solutions of a boundary value problem for a system of linear differential equations with generalized coefficients. Analytical methods of analysis and differential equations: Proceedings of the Intern. Seminar. Minsk, Belarus: IM NAS RB.  P. 78-79. (2018) (in Russ.)

6. Lazakovich N.V., Khmyzov A.K., Spaskov S.A.   Boundary value problem for a system of differential equations with generalized coefficients in the direct product of mnemofunction algebras. XII Belarusian Mathematical Conference: Proceedings of the Intern. scientific Conf., Minsk, September 5-10, 2016. Institute of Mathematics of the National Academy of Sciences of Belarus; editorial board: S.G. Krasovsky [and others]. Part 1. P.46-47. Minsk. (2016) (in Russ.)

7. Lazakovich N.V., Spaskov S.A. Associated solutions of the Cauchy problem for stochastic differential equations with generalized coefficients. XII Belarusian Mathematical Conference: Proceedings of the Intern. scientific Conf., Minsk, September 5-10, 2016. Institute of Mathematics of the National Academy of Sciences of Belarus; editorial board: S.G. Krasovsky [and others]. Part 1. P.45-46. Minsk. (2016) (in Russ.)

8. Spaskov S.A., Lazakovich N.V. Estimation of the remainder term in the approximation of solutions of differential equations with generalized coefficients. Case of Ito. Erugin readings: materials of the Intern. scientific conf. on differential equations, Novopolotsk, May 20-22, 2014 / Institute of Mathematics of the National Academy of Sciences of Belarus; editorial board: A.K. Demenchuk [and others]. Part 2. P. 46. Minsk. (2014) (in Russ.)

9. Lazakovich N.V., Spaskov S.A. Approximation of solutions of differential equations by solutions of finite difference equations with averaging. Convergence rate estimation. Erugin Readings: Materials of the Intern. scientific conf. on differential equations, Grodno, May 13-1. 2013 / Institute of Mathematics of the National Academy of Sciences of Belarus; editorial board: A.K. Demenchuk [and others]. Part 2. P. 38-39. Minsk. (2013) (in Russ.)