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This paper considers the problem of the stabilization of affine nonlinear control systems.
In [4], the problem of the stabilization of affine nonlinear control systems via the center manifold approach was considered.
First, the trajectory tracking of the WMR is converted to a problem of the stabilization of a double integral system.
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An especially complex problem is the stabilization of multimeric proteins, where dissociation of the subunits produces enzyme inactivation and even product contamination.
In this paper, we deal with the problem of the stabilization and the estimation of the state for a class of linear impulsive systems.
The paper considers the problem of robust stabilization of linear uncertain discrete-time systems via limited capacity communication channels.
This paper addresses the problem of feedback stabilization of nonholonomic chained systems within the framework of nonregular feedback linearization.
This paper considers the problem of robust stabilization of nonlinear slowly-varying systems, in the presence of model uncertainties and external disturbances.
This paper addresses the problem of adaptive stabilization of uncertain unified chaotic systems with nonlinear input in the sector form.
It is shown that the problem of networked stabilization of noisy plants is ultimately reduced to a hard long-standing one of the information theory: calculating the capacity domains of communication networks.
In this talk, the problem of robust stabilization of bilinear control systems is considered.
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