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A Note on Practically Output Tracking Control of Nonlinear Systems That May Not Be Linearizable at e power of positive odd rational numbers. Since the power is not restricted to be larger than or equal to one, the linearization of the system at the origin may fail. Nevertheless, it is proved that, under mild assumptions, globally practical output-tracking is achievable by continuous (possibly non differentiable) state feedback.
Conference proceedings 2011onference, FGIT 2011, in Conjunction with GDC 2011, Jeju Island, Korea, in December 2011.
The papers presented were carefully reviewed and selected from numerous submissions and focuse on the various aspects of control and automation, and circuits, control, communication, electricity, electronics, energy, system, signal and simulation.
Control and Automation, and Energy System Engineering978-3-642-26010-0Series ISSN 1865-0929 Series E-ISSN 1865-0937
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Solving the Generalized Steiner Problem in Edge-Survivable Networks,ork where some pairs of nodes must satisfy edge-connectivity requirements. It can be applied in the design of communications networks where connection lines can fail and is known to be an NP-Complete problem. In this paper we introduce an algorithm based on GRASP (Greedy Randomized Adaptive Search P
A Note on Practically Output Tracking Control of Nonlinear Systems That May Not Be Linearizable at e power of positive odd rational numbers. Since the power is not restricted to be larger than or equal to one, the linearization of the system at the origin may fail. Nevertheless, it is proved that, under mild assumptions, globally practical output-tracking is achievable by continuous (possibly non