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The local bifurcations of nonlinear controlsystems' periodic oscillations
The article is concerned with the problems of local bifurcations of periodic solutions to control systems. The description of possible bifurcation scenario is given. There is derived a new operator method for studying singular points of nonlinear control systems given by ordinary differential equations. The method is based on the passage to equivalent operator equations which are then studied with the use of special functionals and iterative schemes for building solutions.
tasks with parameters; bifurcations; periodic decisions.
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