Professor of the Department

Doctor of Physical and Mathematical Sciences, Professor

maknyazev@bntu.by

In 1972–1977, he studied at the Faculty of Physics of the Belarusian State University. He specialised at the Department of Atomic and Molecular Physics. In 1977–1979, he worked at the Computing Centre. From 1979 to 2002, he worked at the Institute of Applied Physics of the National Academy of Sciences of Belarus (until 1981 – the Department of Physics of Non-Destructive Testing), starting as an engineer and advancing to the position of laboratory head. He worked on problems of nonlinear electrodynamics and nonlinear classical field theory. In 1986, he defended his dissertation for the degree of Candidate of Physical and Mathematical Sciences. In 1998, he was awarded the academic title of Associate Professor. Since 2002, he has been working at BNTU, initially as an Associate Professor and Professor at the Department of Technical Physics, and from 2012 to the present as Head of the Department of Engineering Mathematics. In 2007, he defended his dissertation for the degree of Doctor of Physical and Mathematical Sciences. In 2022, he was awarded the academic title of Professor. Since 2021, he has been teaching Master’s students at the University of the National Academy of Sciences of Belarus.

Research interests:

• solitons;
• nonlinear waves.

Main publications:

1. Knyazev M.A. Formation of domain structure in the design of open information and measurement systems // Instruments and Methods of Measurement. – 2022. – Vol. 13, No. 4. – P. 228-236.
2. Klimovich T.A., Knyazev M.A. Kink of the nonlinear equation for an artificial axon. Proceedings of the scientific and practical conference of students, postgraduates and young scientists “XVII Masherov Readings.” Vitebsk, October 20, 2023. Vol. 1, P. 23-24. VSU named after P.M. Masherov, 2023.
3. Knyazev, M. A. Teaching the fundamentals of quantum mechanics in a physics course at a technical university / M. A. Knyazev, E. E. Trofimenko // Physics at a technical university: concepts and integrated approaches: abstracts of reports of the republican scientific and pedagogical conference of leading teachers and heads of physics departments of technical universities of the Republic of Belarus, Brest, October 4-5, 2007 / Ministry of Education of the Republic of Belarus, Brest State Technical University, Department of Physics; editorial board: A. A. Gladyshchuk [et al.]. – Brest: BrSTU, 2007. – P. 46.
4. Knyazev, M. A. Interrelation between the components of the two-soliton solution of the Korteweg–de Vries equation / M. A. Knyazev // Science – to education, production, economy: proceedings of the 13th International Scientific and Technical Conference. – Minsk: BNTU, 2015. – Vol. 3. – P. 400.
5. Knyazev, M. A. Effect of dissipation on the integrability of nonlinear equations / M. A. Knyazev // Science – to education, production, economy: proceedings of the 12th International Scientific and Technical Conference. Vol. 3. – Minsk: BNTU, 2014. – P. 396.
6. Higher Mathematics. In 7 parts. Part 7. Elements of Field Theory / edited by M. A. Knyazev; compiled by: E. A. Glinskaya, A. N. Meleshko. – Minsk: BNTU, 2014. – 31 p.
7. Higher Mathematics. In 7 parts. Part 6. Multiple, curvilinear and surface integrals: a guide to solving problems for students of the Faculty of Mechanical Engineering / edited by M. A. Knyazev; compiled by: E. A. Glinskaya [et al.]. – Minsk: BNTU, 2014. – 99 p.
8. Prusova, I.V. Higher Mathematics. Series, theory of functions of a complex variable, operational calculus: educational and methodological guide for solving problems for students of the Faculty of Mechanical Engineering / I. V. Prusova, N. A. Kondratyeva, N. K. Prikhach; edited by M. A. Knyazev; Belarusian National Technical University, Department of Engineering Mathematics. – Minsk: BNTU, 2017. – 152, [2] p.
9. Knyazev, M. A. Problem of the dissipative equation of motion of φ4 theory with violation of Lorentz invariance / M. A. Knyazev // Instrument Engineering-2020: proceedings of the 13th International Scientific and Technical Conference, November 18-20, 2020, Minsk, Republic of Belarus / editorial board: O. K. Gusev (chairman) [et al.]. – Minsk: BNTU, 2020. – P. 256-257.
10. Mathematics. Differential operators of field theory: Educational and methodological guide for students of specialities 1-36 02 01 “Machines and Technologies of Foundry Production,” 1-42 01 01 “Metallurgical Production and Materials Processing (by directions)” / M. A. Knyazev [et al.]; Belarusian National Technical University, Department of Engineering Mathematics. – Minsk: BNTU, 2019. – 39 p.