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.
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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)
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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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