Modeling, Estimation and Control of Systems with Uncertainty: Proceedings of a Conference held in Sopron, Hungary, September 1990 - Tapa blanda

Sinopsis

Feedback Controls for Uncertain Systems.- Inner-unstable Factorization of Stable Rational Transfer Functions.- Some Remarks on Multivariable Adaptive Control with Least Squares Parameter Estimates.- Stable, Unstable and Center Manifolds for Fast Filtering Algorithms.- Stabilization of Uncertain Linear Systems.- Identification of Linear Systems From Noisy Data.- Adaptive Control of a Partially Observable Stochastic System.- Characterization and Classification of Gaussian Second Order Reciprocal Processes.- On Balancing and Hankel Operators.- System Identification from an Arbitrary Observed Impulse Response.- Assessing Model Quality from Data.- Stable Graphs of Multi-functions in Conflict Controlled Systems.- On Optimal Control of Singularly Perturbed Stochastic Differential Equations.- Describing Uncertainty in Dynamical Systems by Uncertain Restrictions.- Controller and Observer Design for Cubic Systems.- On the Separation Principle in Guaranteed Control.- Robust Stability of Linear Dynamic Systems.- The Problem of Control Synthesis for Uncertain Systems: Ellipsoidal Techniques.- Aircraft Control for Flight in an Uncertain Environment: Takeoff in Windshear.- Analysis of Infinite Dimensional Dynamic Systems with Nonlinear Observation Over a Finite Field.- Limit Behaviour of Attainable and Superattainable Sets.- On Free Energy, Stochastic Control and Schrödinger Processes.- The Properties of Continuity and Differentiation of Solution Sets of Lischetzean Differential Inclusions.- Target Problems and Viability Kernels.- Nearly Optimal Controls for Partially Observable Problems with the Average Cost Criterion.- On Discontinuous Optimal Control.- RELGAS.- On Construction of Asymptotically Optimal Strategies in Estimation Problem for Controlled Systems.- A Model for Pricing Interruptible Electric Power Service.- For Which Control Objectives Tuning Hold?.- Approximate Modeling by Means of Orthonormal Functions.

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