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Menini, A. Tornambè // IEEE Transactions on Automatic Control. —2001. — Vol. 46, no. 7. — P. 1122–1126.70. Model-driven designs of an oscillating gene network / L. M. Tuttle, H. Salis, J. Tomshine,Y. N. Kaznessis // Biophysical Journal.
— 2005. — Vol. 89, no. 6. — P. 3873–3883.71. Multi-agent model predictive control based on resource allocation coordination for a class ofhybrid systems with limited information sharing / R. Luo, R. Bourdais, T. J. J. van den Boom,B. De Schutter // Engineering Applications of Artificial Intelligence. — 2017. — Vol. 58. — P. 123 –133.72. Multiple agent hybrid control: carrier manifolds and chattering approximations to optimal control / W. Kohn, A. Nerode, J.
B. Remmel, X. Ge // Proceedings of 33rd IEEE Conference onDecision and Control. — Vol. 4. — 1994. — P. 4221–4227.73. Murray, J. D. Mathematical Biology I: An Introduction / J. D. Murray. — Springer, New York,2002.74. Output feedback hybrid-impulsive second order sliding mode control: Lyapunov approach /Y. Shtessel, A. Glumineau, F. Plestan, M. Weiss // Proceedings of the 13th International Workshopon Variable Structure Systems (VSS).
— 2014. — P. 1–6.75. Puri, A. Theory of Hybrid Systems and Discrete Event Systems: Ph. D. thesis. — Berkeley, CA,USA: University of California at Berkeley, 1995.76. Raff, T. An impulsive observer that estimates the exact state of a linear continuous-time systemin predetermined finite time / T. Raff, F. Allgöwer // Proceedings of the 15th Mediterranean Conference on Control & Automation (MED’07).
— Athens, Greek, 2007. — June 27–29. — P. 1–3.77. Raff, T. Observers with impulsive dynamical behavior for linear and nonlinear continuous-timesystems / T. Raff, F. Allgöwer // Proceedings of the 46th IEEE Conference on Decision andControl. — New Orlean, LA, USA, 2007. — December 12–14. — P. 4287–4292.78. Robust, tunable biological oscillations from interlinked positive and negative feedback loops /T.
Y.-C. Tsai, Y. S. Choi, W. Ma et al. // Science. — 2008. — Vol. 321, no. 5885. — P. 126–129.79. Ruoff, P. The temperature-compensated Goodwin model simulates many circadian clock properties / P. Ruoff, L. Rensing // Journal of Theoretical Biology. — 1996. — Vol. 179, no. 4. — P. 275–285.10580. Salamon, D. On controllability and observability of time delay systems / D. Salamon // IEEETransactions on Automatic Control.
— 1984. — Vol. 29, no. 5. — P. 432–439.81. Samoilenko, A. M. Impulsive Differential Equations / A. M. Samoilenko, N. A. Perestyuk. — Singapore: World Scientific, 1995.82. Samuelsson, O. Damping of electro-mechanical oscillations in a multimachine system by directload control / O. Samuelsson, B. Eliasson // IEEE Transactions on Power Systems. — 1997. —Vol. 12, no.
4. — P. 1604–1609.83. Sename, O. New trends in design of observers for time-delay systems / O. Sename // Kybernetika. — 2001. — Vol. 74, no. 4. — P. 427–458.84. Simeonov, P. S. Orbital stability of periodic solutions of autonomous systems with impulse effect / P. S. Simeonov, D.
D. Bainov // International Journal of Systems Science. — 1988. — Vol. 19,no. 12. — P. 2561–2585.85. Smith, W. R. Hypothalamic regulation of pituitary secretion of lutheinizing hormone—II Feedback control of gonadotropin secretion / W. R. Smith // Bulletin of Mathematical Biology. —1980.
— Vol. 42. — P. 57–78.86. Smith, W. R. Qualitative mathematical models of endocrine systems / W. R. Smith // AmericanJournal of Physiology. — 1983. — Vol. 245, no. 4. — P. 473–477.87. Spontaneous synchronization of coupled circadian oscillators. / D. Gonze,S. Bernard,C. Waltermann et al. // Biophysical Journal. — 2005. — Vol. 89, no. 5. — P. 120–129.88. Stamov, G.
T. Almost Periodic Solutions of Impulsive Differential Equations / G. T. Stamov. —Berlin: Springer, 2012.89. Stamova, I. Stability Analysis of Impulsive Functional Differential Equations / I. Stamova. —Berlin: Walter de Gruyter, 2009.90. Stamova, I. Applied Impulsive Mathematical Models / I. Stamova, G. Stamov. — Berlin: Springer,2016.91. Synthetic gene network for entraining and amplifying cellular oscillations / J. Hasty, M. Dolnik,V.
Rottschäfer, J. J. Collins // Physical Review Letters. — 2002. — Vol. 88. — P. 148101.10692. Tanwani, A. Observability for switched linear systems: characterization and observer design /A. Tanwani, H. Shim, D. Liberzon // IEEE Transactions on Automatic Control. — 2013. — Vol. 58,no. 4.
— P. 891–904.93. Teel, A. Observer-based hybrid feedback: a local separation principle / A. Teel // Proceedings ofthe 2010 American Control Conference. — Baltimore, Maryland, USA, 2010. — June 30 – July2. — P. 898–903.94. Teel, A. R. A hybrid systems approach to global synchronization and coordination of multiagent sampled-data systems* / A. R. Teel, J. I. Poveda // IFAC-PapersOnLine. — 2015. — Vol. 48,no. 27. — P. 123 –128.
— Analysis and Design of Hybrid Systems (ADHS’15).95. Trackingcontrolforhybridsystemswithstate-triggeredjumps /J. J. B. Biemond,N. van de Wouw, W. P. M. H. Heemels, H. Nijmeijer // IEEE Transactions on Automatic Control. — 2013. — Vol. 58, no. 4. — P. 876–890.96. Veldhuis, J. D. Recent insights into neuroendocrine mechanisms of aging of the human malehypotalamic-pituitary-gonadal axis / J. D.
Veldhuis // Journal of Andrology. — 1999. — Vol. 20,no. 1. — P. 1–18.97. Veldhuis, J. D. Motivations and methods for analyzing pulsatile hormone secretion /J. D. Veldhuis, D. M. Keenan, S. M. Pincus // Endocrine Reviews. — 2008. — Vol. 29, no. 7. —P. 823–864.98. Woller, A.
The Goodwin model revisited: Hopf bifurcation, limit-cycle, and periodic entrainment / A. Woller, D. Gonze, T. Erneux // Physical Biology. — 2014. — Vol. 11, no. 4. — P. 045002.99. Xia, Y. Analysis and Synthesis of Networked Control Systems / Y. Xia, M. Fu, G.-P. Liu. —Springer Science & Business Media, 2011.100. Xiao, F. Sampled-data consensus in multi-agent systems with asynchronous hybrid event-timedriven interactions / F. Xiao, T. Chen // Systems & Control Letters.
— 2016. — Vol. 89. — P. 24 –34.101. Xiong, Z. Complex dynamics of an autonomous prey-predator system with impulsive statefeedback control / Z. Xiong, X. Wang, S. Li // Proceedings of the 2nd International Conferenceon Information and Computing Science. — Vol. 3. — 2009. — P. 196–199.107102. Yamalova, D. Hybrid state observer with modulated correction for periodic systems under intrinsic impulsive feedback / D. Yamalova, A. Churilov, A.
Medvedev // IFAC Proceedings Volumes(IFAC-PapersOnline). Periodic Control Systems. — Vol. 5. — 2013. — P. 119–124.103. Yamalova, D. Hybrid state observer for time-delay systems under intrinsic impulsive feedback /D. Yamalova, A. Churilov, A. Medvedev // Proceedings of the 21st International Symposiumon Mathematical Theory of Networks and Systems (MTNS). — Groningen, The Netherlands,2014. — July 7 – 11. — P. 977–984.104. Yamalova, D. Design degrees of freedom in a hybrid observer for a continuous plant under anintrinsic pulse-modulated feedback / D.
Yamalova, A. Churilov, A. Medvedev // IFAC–PapersOnLine. Modelling, Identification and Control of Nonlinear Systems. — 2015. — Vol. 48, no. 11. —P. 1080–1085.105. Yamalova, D. Finite-dimensional hybrid observer for delayed impulsive model of testosteroneregulation / D. Yamalova, A. Churilov, A. Medvedev // Mathematical Problems in Engineering. —2015. — Vol. 2015. doi:10.1155/2015/190463.106. Yamalova, D.
State estimation in a delayed impulsive model of testosterone regulation by afinite-dimensional hybrid observer / D. Yamalova, A. Churilov, A. Medvedev // Proceedings ofthe 14th European Control Conference (ECC). — Linz, Austria, 2015. — July 15 – 17.107. Yamalova, D. Hybrid observer for an intrinsic impulsive feedback system / D. Yamalova,A. Churilov, A. Medvedev // IFAC-PapersOnLine.
The 20th IFAC World Congress. — 2017. —Vol. 50. — P. 4656–4661.108. Yamalova, D. Design of a hybrid observer for an oscillator with an intrinsic pulse-modulatedfeedback / D. Yamalova, A. Medvedev // 2017 American Control Conference (ACC). — 2017. —May. — P. 1175–1180.109. Zefran, M. Stabilization of systems with changing dynamics / M. Zefran, J. W. Burdick // Proceedings of the 1st International Workshop on Hybrid Systems: Computation and Control / Ed.by T. A. Henzinger, S.
Sastry. — HSCC ’98. Berlin, Heidelberg: Springer Berlin Heidelberg,1998. — P. 400–415.110. Zhabotinsky, A. M. A history of chemical oscillations and waves / A. M. Zhabotinsky // Chaos:An Interdisciplinary Journal of Nonlinear Science. — 1991. — Vol. 1, no. 4.
— P. 379–386.108111. Zhang, W. Stability of networked control systems / W. Zhang, M. S. Branicky, S. M. Phillips //IEEE Control Systems. — 2001. — Vol. 21, no. 1. — P. 84–99.112. Zhusubaliyev, Z. T. Bifurcation phenomena in an impulsive model of non-basal testosteroneregulation / Zh. T. Zhusubaliyev, A. Churilov, A.
Medvedev // Chaos. — 2012. — Vol. 22, no. 1. —P. 013121–1—013121–11.109.















