Stochastic theory and adaptive control. Proceedings of a workshop held at Lawrence, KS (USA), September 26-28, 1991 (Q685987)
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scientific article; zbMATH DE number 427531
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Stochastic theory and adaptive control. Proceedings of a workshop held at Lawrence, KS (USA), September 26-28, 1991 |
scientific article; zbMATH DE number 427531 |
Statements
Stochastic theory and adaptive control. Proceedings of a workshop held at Lawrence, KS (USA), September 26-28, 1991 (English)
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6 October 1993
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Allen, L.; Lewis, T.; Martin, C.; Carpio, R.; Jones, M.; Stamp, M.; Mundel, G.; Way, A.}, Stochastic analysis of vaccination strategies, 1-11 [Zbl 0800.92146] \textit{Baillieul, J.}, Self-organizing behavior in a simple controlled dynamical system, 12-25 [Zbl 0836.93046] \textit{Baras, John S.; Finesso, Lorenzo}, Consistent estimation of the order of hidden Markov chains, 26-39 [Zbl 0784.60071] \textit{Bertrand, Pierre}, Adaptive control of partially observed linear systems, the scalar case, 40-52 [Zbl 0813.93074] \textit{Cai, Man-ping; Lee, E. B.}, Identification of linear systems using rational approximation techniques, 69-82 [Zbl 0811.93017] \textit{Caines, P. E.}, Recent results in stochastic adaptive control: Non-explosion, \(\epsilon\)- consistency and stability, 83-92 [Zbl 0805.93061] \textit{Chen, Han-Fu}, Stochastic adaptive control, 93-120 [Zbl 0806.93065] \textit{Courcoubetis, C.; Kesidis, G.; Ridder, A.; Walrand, J.; Weber, R.}, Adaptive control of admissions and routing in an ATM network, 121-126 [Zbl 0798.68013] \textit{Deistler, Manfred}, Identification of linear systems, 127-141 [Zbl 0810.93018] \textit{Elliott, Robert J.}, Finite dimensional filters related to Markov chains, 142-160 [Zbl 0816.60037] \textit{Fernández-Gaucherand, Emmanuel; Arapostathis, Aristotle; Marcus, Steven I.}, Adaptive control of a partially observed controlled Markov chain, 161-171 [Zbl 0813.93073] \textit{Fernández-Gaucherand, Emmanuel; Marcus, Steven I.; Arapostathis, Aristotle}, Structured solutions for stochastic control problems, 172-184 [Zbl 0815.93076] \textit{Fleming, Wendell H.; McEneaney, William M.}, Risk sensitive optimal control and differential games, 185-197 [Zbl 0788.90097] \textit{Gerencsér, László}, Fixed gain estimation and tracking, 198-209 [Zbl 0850.93896] \textit{Ghosh, Mrinal K.; Arapostathis, Aristotle; Marcus, Steven I.}, Optimal control of switching diffusions modelling a flexible manufacturing system, 210-224 [Zbl 0788.90034] \textit{Gover, Robert E.; Abed, Eyad H.; Goldberg, Allen J.}, Stochastic stability analysis of nonlinear gated radar range trackers, 225-239 [Zbl 0825.93956] \textit{Heinricher, Arthur C.; Stockbridge, Richard H.}, Optimal control and replacement with state-dependent failure rate, 240-247 [Zbl 0788.93090] \textit{Hijab, Omar}, Partially observed control of Markov processes, 248-255 [Zbl 0795.93101] \textit{Krichagina, E. V.; Taksar, M. I.}, Asymptotically optimal policies for controlled queues in heavy traffic, 256-269 [Zbl 0788.93084] \textit{Lai, Tze Leung}, Certainty equivalence with uncertainty adjustments in stochastic adaptive control, 270-284 [Zbl 0788.93096] \textit{Lasiecka, I.; Triggiani, R.}, Uniform convergence of the solutions to Riccati equations arising in boundary/point control problems, 285-305 [Zbl 0798.49037] \textit{Ljung, Lennart}, A (simple) perspective on adaptation and performance of adaptation mechanisms, 306-320 [Zbl 0800.93689] \textit{Mandl, Petr; Laušmanová, Monika}, Discounted estimation and discretization in adaptive control, 321-329 [Zbl 0788.93045] \textit{Meyn, Sean P.; Brown, Lyndon J.}, Model reference adaptive control of linear stochastic systems, 330-345 [Zbl 0788.93046] \textit{Naik, Sanjeev M.; Kumar, P. R.}, Extended least squares based adaptive control: Robustness analysis, 346-360 [Zbl 0788.93095] \textit{Olbrot, Andrzej W.}, On robust spectrum assignability: There are limits to pole placement theorem for systems with infinitesimal perturbations, 361-365 [Zbl 0788.93033] \textit{Radenkovic, Miloje S.; Michel, Anthony N.}, Adaptive control and self-stabilization, 366-382 [Zbl 0788.93049] \textit{Ren, Wei; Kumar, P. R.}, The convergence of self-tuning feedback control for linear stochastic systems, 383-397 [Zbl 0788.93097] \textit{Runggaldier, Wolfgang J.}, Some aspects of robustness in stochastic and adaptive control, 398-410 [Zbl 0788.93098] \textit{Sain, Michael K.; Won, Chang-Hee; Spencer, B. F. jun.}, Cumulant minimization and robust control, 411-425 [Zbl 0788.93016] \textit{Sethi, S. P.; Taksar, M.; Zhang, Q.}, Hierarchical investment and production decisions in stochastic manufacturing systems, 426-435 [Zbl 0788.90035] \textit{Shimkin, Nahum; Schwartz, Adam}, Guaranteed performance regions for multi-user Markov models, 436-450 [Zbl 0784.60092] \textit{Solo, Victor}, Stability of slowly time-varying linear systems, 451-456 [Zbl 0788.93067] \textit{Stettner, Ł.}, On adaptive control of a singularly perturbed diffusion model, 457-471 [Zbl 0788.93052] \textit{Wong, Wing Shing}, Recent results of finite dimensional estimation algebras, 472-479 [Zbl 0788.93089] \textit{Yin, G.}, Asymptotic optimal rate of convergence for an adaptive estimation procedure, 480-489 [Zbl 0788.93054] \textit{Zhang, Qing}, Controlled diffusions with rapidly oscillating unknown parameter processes, 490-500 [Zbl 0788.93087]
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Proceedings
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Workshop
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Stochastic theory
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Adaptive control
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Lawrence, KS (USA)
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