Kuzmin Kirill Gennadievich - Associate professor of Web-technologies and Computer Simulation Department, PhD

• Date of birth: 31 March 1982.
• Place of birth: Svietlahorsk, Homiel Province, Belarus.
• 2000 – 2005: Student at Mechanics and Mathematics Department of Belarusian State University (BSU).
• 2004: The best student scientific work in natural and technical sciences, BSU award.
• 2004 and 2005: Republican competition for the best student scientific work in humanitarian, social-economical, natural and technical sciences, Laureate, I Degree Honour Diploma, Ministry of Education, Belarus
• 2005 – 2008: Ph.D. student at Mechanics and Mathematics Department of BSU.
• 2007: Scholarship of the President of the Republic of Belarus for Ph.D. students.
• 2009: Ph.D., thesis “Stability of special classes of vector discrete optimization problems”, specialty “Discrete mathematics and mathematical cybernetics” (supervisor is Prof. Emelichev Vladimir Alekseevich).
• 2006 – present: lecturer in BSU.

Research interests

• Discrete optimization
• Graph theory
• Theory of algorithms

Teaching courses

• Programming methods
• Construction and analysis of algorithms
• Introduction to mathematics
• Discrete mathematics
• Discrete optimization
• Graph theory
• Numerical methods in electronics

Hobby

• Cinematograph

1. Emelichev V. A., Kuzmin K. G., Leonovich A. M. Stability in the combinatorial vector optimization problems // Automation and Remote Control. 2004. V. 62, N 2. P. 227–240.
2. Emelichev V. A., Kuzmin K. G. The stability radius of an efficient solution to a vector problem of Boolean programming in the l1 metric // Doklady Mathematics. 2005. V. 71, N 2. P. 266–268.
3. Emelichev V. A., Kuzmin K. G., Nikulin Yu. V. Stability analysis of the Pareto optimal solution for some vector Boolean optimization problem // Optimization. 2005. V. 54, N 6. P. 545–561.
4. Emelichev V. A., Kuz’min K. G. Finite cooperative games with a parametric concept of equilibrium under uncertainty conditions // Journal of Computer and Systems Sciences International. 2006. V. 45, N 2. P. 276–281.
5. Emelichev V. A., Kuzmin K. G. A general approach to studying the stability of a Pareto optimal solution of a vector integer linear programming problem // Discrete Mathematics and Applications. 2007. V. 17, N 4. P. 349–354.
6. Emelichev V. A., Kuzmin K. G. On stability of a vector combinatorial problem with MINMIN criteria // Discrete Mathematics and Applications. 2008. V. 18, N 6. P. 557–562.
7. Emelichev V. A., Kuzmin K. G. Stability radius of a vector integer linear programming problem: case of a regular norm in the space of criteria // Cybernetics and Systems Analysis. 2010. V. 46, N 1. P. 72–79.
8. Emelichev V. A., Gurevsky E. E., Kuzmin K. G. On stability of some lexicographic integer problem // Control and Cybernetics, 2010. V. 39, N 3. P. 811–826.
9. Emelichev V. A., Korotkov V. V., Kuzmin K. G. Postoptimal analysis of a vector minimax combinatorial problem // Cybernetics and Systems Analysis. 2011. V. 47, N 3. P. 415–425.
10. Kuzmin K. G. Stability of vector discrete optimization problems: the qualitative and quantitative approach. Saarbrücken: Lambert Academic Publishing. 2011. 105 p.