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 作者：M.K. Sparavalo 来源：[J].Procedia Engineering, 2017, Vol.199, pp.850-856Elsevier 摘要：Abstract(#br)The concept of the wide-sense robustness taking account of the loss of control resources and the constant presence of environmental detrimental factors, which despite all these aspects makes the control missions still possible, is introduced. The stability in th...
 作者：M.K. Sparavalo 来源：[J].Ukrainian Mathematical Journal(IF 0.154), 1992, Vol.44 (8), pp.1047-1051ZBMATH 摘要：One proves theorems giving a relation between stability and controllability of motion far from equilibrium states and existence of homogeneous $\omega$-attractors, $\omega$-repellors, $\omega$-shunts in the space-faces. The interest is in the synergy and adaption of a dynamical s...
 作者：M.K. Sparavalo 来源：[J].Journal of Automation & Information Sciences(IF 0.038), 1992, Vol.25 (3), pp.51-55ZBMATH 摘要：Summary: The motion of dynamic control systems far from their equilibrium positions is investigated. The method of differential-topological reduction of dynamic control systems in a neighborhood of homogeneous $\omega$-attractors is substantiated. A theorem which allows one to us...
 作者：M.K. Sparavalo 来源：[J].Journal of Automation & Information Sciences(IF 0.038), 1992, Vol.25 (5), pp.65-71ZBMATH 摘要：Summary: A method of goal-oriented formation of the local topological structure of $\omega$-invariant manifolds of co-dimension one the elementary objects of which are homogeneous $\omega$-attractors, $\omega$-repellents, and left-hand and right-hand $\omega$-shunts is examined. ...
 作者：M.K. Sparavalo 来源：[J].Ukr. Mat. Zh., 1995, Vol.47 (8), pp.1149-1152ZBMATH 摘要：Summary: Definition of non-stationary attractors which can originally exist in spaces of control processes is given. Topological conditions for an arbitrary set to belong to a class of non-stationary attractors is formulated. A certain synergetic model for the airplane ascent is ...
 作者：M.K. Sparavalo 来源：[J].Kibern. Vychisl. Tekh., Kiev 95, 76-80 (1992)., 1992, pp.76-80ZBMATH 摘要：Summary: The notion of a multilayer, invariant fiber space of a dynamical system with control (DSC), whose fibers are multilayer invariant manifolds, is given. Classes of invariant manifolds in the form of homogeneous $\omega$-attractors, $\omega$-repellors, left and right \$\omeg...