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- W857896918 abstract "The celebrated two-Riccati-equation solution to a standard H-infinity control problem can be used to characterize all possible stabilizing optimal or suboptimal H-infinity controllers if the optimal H-infinity norm or gamma, an upper bound of a suboptimal H-infinity norm, is given. In this note, some properties of these H-infinity Riccati solutions are revealed. Among them, the most prominent one is that the spectral radius of the product of these two Riccati solutions is a continuous, nonincreasing, convex function of gamma on the domain of interest. Based on these properties, a quadratically convergent algorithm is developed to compute the optimal H-infinity norm." @default.
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- W857896918 date "1993-06-01" @default.
- W857896918 modified "2023-09-24" @default.
- W857896918 title "On convexity of H-infinity Riccati solutions and its applications" @default.
- W857896918 hasPublicationYear "1993" @default.
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