This paper deals with the design of closed loop strategies for a class of two player zero-sum linear quadratic differential games, where the state equation is affected by uncertainties in the so-called norm bounded, oneblock form. The proposed strategies guarantee to each player a given performance and, to be evaluated, require the solution of two scaled Riccati differential equations.

Guaranteeing cost strategies for linear quadratic differential games under uncertain dynamics

MATTEI, Massimiliano;
1997

Abstract

This paper deals with the design of closed loop strategies for a class of two player zero-sum linear quadratic differential games, where the state equation is affected by uncertainties in the so-called norm bounded, oneblock form. The proposed strategies guarantee to each player a given performance and, to be evaluated, require the solution of two scaled Riccati differential equations.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11591/215302
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