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Nonlinear Controllability via Lie Theory
G. W. Haynes,Henry Hermes +1 more
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In this paper, the authors discuss trajectories uniform approximation and nonlinear controllability conditions based on linear partial differential equation (LPDE) for complete system associated with given control.Abstract:
Complete system associated with given control, discussing trajectories uniform approximation and nonlinear controllability conditions based on linear partial differential equationread more
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Local controllability of nonlinear systems
TL;DR: In this article, local controllability results for nonlinear systems in the areas of control design using bang-bang control functions, the capture problem in a conservative force field, and discrete economic systems where the control function represents a tax rate vector are presented.
On global controllability for a class of polynomial affine nonlinear systems
TL;DR: In this article, the authors propose a framework to improve the quality of data collected by using the data collected from the users' mobile phones, such that they can be used for data collection.
On Controllability of Driftless Inhomogeneous Bilinear Systems Lin Tie
TL;DR: In this article, controllability of driftless inho-mogeneous bilinear systems is considered, and it is shown that the driftless inhomogeneous systems are neither controllable nor nearly controlliable.