Contributions to the Theory of Optimal Control

By Tamer Basar. 2001

199 citations recorded by the source corpus.

Subfields: Aerospace Engineering

View Paper: https://www.semanticscholar.org/paper/01402862ee79de2a8f62b70c295db6526a998a46

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In Aerospace Engineering

1. Xun Yu Zhou
2. Shuping Chen

Citations in the corpus

• Stochastic Linear Quadratic Regulators with Indefinite Control Weight Costs. II (2000, background): “, C = D = 0), it is well known that the matrix R(t), the so-called control weight, must be positive definite (for almost all t); otherwise the optimization problem would not be well-posed (or would become trivial) [8, 1].”
• Well-posedness and attainability of indefinite stochastic linear quadratic control in infinite time horizon (2000, background): “During the past decades, linear-quadratic (LQ) control theory based on Riccati equations, both for deterministic [9] [14] [16] and stochastic [17] [4] [7] systems, has developed into a major research ÿeld in control theory and has found tremendous applications for solving real world problems.”