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| 作者简介：Vincent D. Blondel is Professor of Applied Mathematics and Head of the Department of Mathematical Engineering at the University of Louvain, Louvain-la-Neuve, Belgium. Alexandre Megretski is Associate Professor of Electrical Engineering at Massachusetts Institute of Technology. |
| Preface Associate Editors Website PART 1.LINEAR SYSTEMS Problem 1.1. Stability and composition of transfer functions Problem 1.2. The realization Problem for Herglotz-Nevanlinna functions Problem 1.3. Does any analytic contractive operator function on the polydisk have a dissipative scattering nD realization? Problem 1.4. Partial disturbance decoupling with stability Problem 1.5. Is Monopoli's model reference adaptive controller correct? Problem 1.6. Model reduction of delay systems Problem 1.7. Scbur extremal Problems Problem 1.8. The elusive ifF test for time-controllability of behaviors Problem 1.9. A Farkas lemma for behavioral inequalities Problem 1.10. Regular feedback implementability of linear differential behaviors Problem 1.11. Riccati stability Problem 1.12. State and first order representations Problem 1.13. ProJection of state space realizations PART 2.STOCHASTIC SYSTEMS Problem 2.1. On error of estimation and minimum of cost for wide band noise driven systems Problem 2.2. On the stability of random matrices Problem 2.3. Aspects of Fisher geometry for stochastic linear systems Problem 2.4. On the convergence of normal forms for analytic control systems PART 3.NONLINEAR SYSTEMS Problem 3.1. Minimum time control of the Kepler equation Problem 3.2. Linearization of linearly controllable systems Problem 3.3. Bases for Lie algebras and a continuous CBH formula …… PART 4.DISCRETE EVENT,HYBRID SYSTEMS PART 5.DISTRIBUTED PARAMETER SYSTEMS PART 6.STABLITY,STABILIZATION PART 7.CONTROLLABILITY,OBSERVABILITY PART 8.ROBUSTNESS,ROBUST CONTROL PART 9.IDENTIFICATION,SIGNAL PROCESSING PART 10.ALGORITHMS,COMPUTATION |
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