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Titlebook: System Modeling and Optimization; Proceedings of the 1 R. F. Drenick,F. Kozin Conference proceedings 1982 Springer-Verlag Berlin Heidelberg

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The application of vector minimisation techniques in the analysis of multiloop nonlinear feedback spproximations where major use is made of combining the philosophies of harmonic balance and an optimisation technique. Several aspects involved in the implementation of the procedure have been considered in detail, as well as the strategies adopted in the extension of the method to the solution of m
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On a general method for solving time-optimal linear control problems, class, termed as first and second implementation of a basic algorithm, generalize the main two convergent algorithms that have been developed for linear systems governed by ordinary differential equations.
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A new scheme for discrete implicit observer and controller, new scheme of the adaptive observer for the discrete linear system. The adaptation algorithm is derived based on the exponentially weighted least square method. The adaptive model following control system is also constructed according to the proposed observer scheme. The proposed observer and contr
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978-3-540-11691-2Springer-Verlag Berlin Heidelberg 1982
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The applicability of the Hamilton-Jacobi verification technique,We discuss an extended (nonsmooth) version of the classical Hamilton-Jacobi verification technique. It turns out that for "normal" optimal control problems, the conditions of this method are necessary and sufficient.
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Singular steady state LQG problems: Estimation and optimization,The duality principle that links linear quadratic control with state estimation is extended to include steady state singular problems.
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Periodic solutions of discrete matrix Riccati equations with constant coefficient matrices,The well-known discrete matrix Riccati equations arising in the theory of optimal estimation and control problems are considered..Existence conditions are established of real symmetric periodic solutions as well as of real symmetric nonnegative-definite periodic solutions. Furthermore, an algorithm is developed to derive such periodic solutions.
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