New trends in nonlinear dynamics and control, and their applications (Q1413050)
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scientific article; zbMATH DE number 2002805
| Language | Label | Description | Also known as |
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| English | New trends in nonlinear dynamics and control, and their applications |
scientific article; zbMATH DE number 2002805 |
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New trends in nonlinear dynamics and control, and their applications (English)
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11 November 2003
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Barbot, J.-P.; Belmouhoub, I.; Boutat-Baddas, L.}, Observability normal forms, 3-17 [Zbl 1203.93037] \textit{Colonius, Fritz; Kliemann, Wolfgang}, Bifurcations of control systems: a view from control flows, 19-35 [Zbl 1203.93096] \textit{Hamzi, Boumediene; Krener, Arthur J.}, Practical stabilization of systems with a fold control bifurcation, 37-48 [Zbl 1203.93175] \textit{Hassouneh, Munther A.; Abed, Eyad H.}, Feedback control of border collision bifurcations, 49-64 [Zbl 1203.93085] \textit{Respondek, W.}, Symmetries and minimal flat outputs of nonlinear control systems, 65-86 [Zbl 1203.93093] \textit{Tall, Issa Amadou}, Normal forms of multi-input nonlinear control systems with controllable linearization, 87-100 [Zbl 1203.93040] \textit{Xiao, MingQing; Kang, Wei}, Control of Hopf bifurcations for infinite-dimensional nonlinear systems, 101-116 [Zbl 1203.93101] \textit{Byrnes, C. I.; Gilliam, D. S.; Isidori, A.; Ramsey, J.}, On the steady-state behavior of forced nonlinear systems, 119-143 [Zbl 1203.93095] \textit{Chang, Dong Eui; Marsden, Jerrold E.}, Gyroscopic forces and collision avoidance with convex obstacles, 145-159 [Zbl 1203.93135] \textit{Cheng, Daizhan}, Stabilization via polynomial Lyapunov function, 161-173 [Zbl 1203.93170] \textit{Frezza, Ruggero; Beghi, Alessandro}, Simulating a motorcycle driver, 175-186 [Zbl 1203.93156] \textit{Krener, Arthur J.}, The convergence of the minimum energy estimator, 187-208 [Zbl 1203.93194] \textit{Di Marco, Mauro; Forti, Mauro; Tesi, Alberto}, On absolute stability of convergence for nonlinear neural network models, 209-220 [Zbl 1203.93186] \textit{Meurer, Thomas; Zeitz, Michael}, A novel design approach to flatness-based feedback boundary control of nonlinear reaction-diffusion systems with distributed parameters, 221-235 [Zbl 1203.93081] \textit{Qian, Chunjiang; Lin, Wei}, Time-varying output feedback control of a family of uncertain nonlinear systems, 237-250 [Zbl 1203.93090] \textit{Yin, G.; Zhang, Q.}, Stability of nonlinear hybrid systems, 251-264 [Zbl 1203.93204] \textit{Byrnes, Christopher I.; Lindquist, Anders}, The uncertain generalized moment problem with complexity constraint, 267-278 [Zbl 1203.30038] \textit{Egerstedt, Magnus; Martin, Clyde}, Optimal control and monotone smoothing splines, 279-294 [Zbl 1203.49022] \textit{Findeisen, Rolf; Imsland, Lars; Allgöwer, Frank; Foss, Bjarne}, Towards a sampled-data theory for nonlinear model predictive control, 295-311 [Zbl 1203.93119] \textit{Kawski, Matthias}, High-order maximal principles, 313-326 [Zbl 1203.49023] \textit{Ross, I. Michael; Fahroo, Fariba}, Legendre pseudospectral approximations of optimal control problems, 327-342 [Zbl 1203.49025] \textit{Tang, Cheng; Başar, Tamer}, Minimax nonlinear control under stochastic uncertainty constraints, 343-361 [Zbl 1203.93215]
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Nonlinear dynamics
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Control
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