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Controllability of Triangular Systems with Phase Space Change time interval the motion of the object is described by a nonlinear system. The phase spaces are changed
Necessary Optimality Conditions in the Problem with Phase Space Change change. Phase space change is caused by existence of several controlled objects. These problems have
The Problem of Controllability with the Phase Space Change of such differential systems in the problem with phase space change are obtained. Approaches to the study of both
Local Controllability in the Problem with Variable StructureWith this paper we investigate the controllability with changing phase space problem. There has
THE CONDITIONS FOR CONTROLLABILITY IN THE PROBLEM WITH PHASE SPACE CHANGE. with phase space change are derived in this work.
Local Controllability in the Problem with Phase Space ChangeThis work researches the problem of controllability with phase space change. Nowadays theinterest
УПРАВЛЯЕМОСТЬ НЕЛИНЕЙНЫХ СИСТЕМ СО СМЕНОЙ ФАЗОВОГО ПРОСТРАНСТВАThe problems with changing phase space are a subclass of the so-called hybrid (composite) systems
Application Analysis of Phase Change Materials in Green Building of energy-saving material, the phase change material has its advantages in the actual engineering
Quasi-Orthogonal Space-Time Block Coding with Closed-Loop Control in MIMO Communication SystemsIn the paper, we proposed a method of space-time diversity on the transmitting side, combining a
THE SUFFICIENT CONDITIONS FOR CONTROLLABILITY IN THE PROBLEM WITH PHASE SPACE CHANGE.The sufficient conditions for differential system controllability in the problem with phase space
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