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## Research interests:My field of specialization is Stability Theory, Nonlinear Dynamics, Asymptotic Methods, Mechanics of Solids, System Identification, Optimal Control, Economic Growth.
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## Education: | |||||||||

## Academic employment:
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## Book chapters:-
A.O. Belyakov and A.P. Seyranian (2012).
Dynamics of a Pendulum of Variable Length and Similar Problems, Nonlinearity, Bifurcation and Chaos - Theory and Applications, Jan Awrejcewicz and Peter Hagedorn (Ed.), ISBN: 978-953-51-0816-0, InTech. (PDF)
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## Journal papers:- A.O. Belyakov, J.L. Haunschmied, and V.M. Veliov,
Heterogeneous consumption in OLG model with horizontal innovations.
*Portuguese Economic Journal*2014, Vol. 13, No. 3, pp. 167-193. - A.O. Belyakov and V.M. Veliov,
Constant Versus Periodic Fishing: Age Structured Optimal Control Approach.
*Mathematical Modelling of Natural Phenomena*2014, Vol. 9, No. 4, pp. 20-37. - A.O. Belyakov and A.P. Seyranian,
Homoclinic, subharmonic, and superharmonic bifurcations for a pendulum with periodically varying length.
*Nonlinear Dynamics*2014, Vol. 77, No. 4, pp. 1617-1627. - F.J. Aragón Artacho, A.O. Belyakov, A.L. Dontchev, and M. López,
Local convergence of quasi-newton methods under metric regularity.
*Computational Optimization and Applications*2014, Vol. 58 No. 1, pp. 225–247. - C. Simon, A.O. Belyakov and G. Feichtinger,
Minimizing the dependency ratio in a population with below-replacement fertility through immigration.
*Theoretical Population Biology*2012, Vol. 82, No. 3, pp. 158-169. - A.O. Belyakov and A.P. Seyranian,
Comments on L.D. Akulenko and S.V. Nesterov's paper "The stability of the equilibrium of a pendulum of variable length", Prikl Mat Mekh 2009;73(6); 893-901 [J. Appl. Math. Mech. 2009; 73 (6), 642-647].
*J. Appl. Math. Mech.*2011, Vol. 75, No. 4, pp. 491-491. - Anton O. Belyakov, Tsvetomir Tsachev and Vladimir M. Veliov,
Optimal Control of Heterogeneous Systems with Endogenous Domain of Heterogeneity.
*Applied Mathematics & Optimization.*2011, Vol. 64, Issue 2, 287-311. -
A.P. Seyranian and A.O. Belyakov,
How to twirl a hula hoop.
*American Journal of Physics.*2011, Vol. 79, Issue 7, pp. 712-715. >>>======> - A.O. Belyakov, On rotational solutions for elliptically excited pendulum.
*Physics Letters A.*2011, Vol. 375, Issue 25, pp. 2524-2530. - A.O. Belyakov, A.P. Seyranian,
On Nonlinear Dynamics of the Pendulum with Periodically Varying Length,*Mechanics of Machines, BulKToMM,*Vol. 18 (87), No 3, 2010, pp. 21-28, (ISSN 0861-9727),*arXiv:0910.3802v2 [math-ph]*. (PDF) - A.O. Belyakov and A.P. Seyranian,
The hula-hoop problem.
*Doklady Physics, Mechanics.*2010, Vol. 55, No. 2, pp. 99-104. - A.O. Belyakov, A.P. Seyranian, and A. Luongo,
Dynamics of the pendulum with periodically varying length,*Physica D.*2009, Vol. 238, Issue 16, pp. 1589-1597. - A.P. Seyranian and A.O. Belyakov,
Swing dynamics.
*Doklady Physics, Mechanics.*2008, Vol. 53, No. 7, pp. 388-394. - A.O. Belyakov and A.P. Seyranian, Determining the moments of inertia of large bodies from vibrations in elastic suspension.
*Izv. of Russian Academy of Science, Mechanics of Solids.*2008, Vol. 43, No. 2, pp. 205-217. - A.O. Belyakov,
About mathematical description of the people's association development processes (ethnoses, firms staff etc.).
*Economics and Mathematical Methods.*2007, Vol. 43, No. 2, pp. 118-122. - A.O. Belyakov and L.U. Blazhennova-Mikulich, Identification of inertia matrix of conservative oscillatory system
*Moscow University Mechanics Bulletin.*2005, Vol. 60, No. 3, pp. 25-28. -
A.O. Belyakov, Determination of dynamical parameters of massive bodies by oscillation modes
*Vestnik molodih uchenih, Applied mathematics and mecanics, Sankt-Petersburg,*2003, No. 12, pp. 33-36 (in Russian). (PDF) -
A.O. Belyakov, Numerical modeling of measurement process of inertia moments of large bodies by free oscillation method
*Uchenie zapiski TsAGI,*2002, No. 1-2, pp. 129-136 (in Russian).
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## Proceedings:- A.O. Belyakov, Another mechanical model of parametrically excited pendulum and stabilization of its inverted equilibrium position.
*Proceedings of the 8th European Nonlinear Dynamics Conference (ENOC 2014)*, Vienna, Austria, July 6 - 11, 2014. (ISBN: 978-3-200-03433-4) (PDF) (Presentation) - A.O. Belyakov and A.P. Seyranian, Twirling of hula-hoop: new results.
*Proceedings of the 7th European Nonlinear Dynamics Conference (ENOC 2011)*, Rome, Italy, July 24 - 29, 2011. (ISBN: 978-88-906234-2-4) (PDF) (Presentation) - A.O. Belyakov, A.P. Seyranian, and A. Luongo, Regular and chaotic dynamics of the swing.
*6th EUROMECH Nonlinear Dynamics Conference (ENOC 2008)*, Saint Petersburg, Russia, June, 30 - July, 4 2008. (PDF) (Presentation) - Determination of parameters of non-conservative linear dynamical system via oscillation forms
*Proceedings of young sientiests' conference-contest of Institite of mechanics MSU 2006*. Moscow State University Press, 2007. P. 67-71. (PDF in Russian) - A.O. Belyakov, Excitation of oscillations by a small limited control force,
*Proceedings of the Physics and Control International Conference (PhysCon), Sankt-Petersburg,*P. 212-215. IEEE Press, 2005. (PDF) - A.O. Belyakov, Optimal excitation of oscillations by a limited control force,
*Proceedings of the Physics and Control International Conference (PhysCon), Sankt-Petersburg,*Vol. 4, P. 1130-1133. IEEE Press, 2003.
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## Refereeing for scientific journals:- Journal of Economic Dynamics and Control ISSN: 0165-1889
- Nonlinear Dynamics ISSN: 0924-090X (print), 1573-269X (online)
- International Journal of Non-Linear Mechanics ISSN: 0020-7462
- Theoretical Population Biology ISSN: 0040-5809
- International Journal of Computer Mathematics ISSN: 0020-7160 (print), 1029-0265 (online)
- Journal of Sound and Vibration ISSN: 0022-460X
- Mathematical Problems in Engineering
- Shock and Vibration ISSN: 1070-9622
- IEEE Transactions on Control Systems Technology ISSN: 1063-6536
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Russian list of papers | |||||||||