Abstract
Differential game theory can be used to model worst-case design problems or to model situations where several interacting authorities make strategic dynamic decisions. In this thesis a number of differential game models has been introduced which can be used to model uncertainty in a differential game framework. These models are based on developments in system and control theory in the areas of model predictive control, disturbance decoupling control, and HÑ control theory. Furthermore, a framework has been introduced in which feedback Nash equilibria for infinite-horizon linear quadratic differential games are completely characterized by certain solutions of a system of coupled algebraic Riccati equations.
| Original language | English |
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| Qualification | Doctor of Philosophy |
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| Award date | 15 Jun 2001 |
| Place of Publication | Tilburg |
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| Print ISBNs | 9056680811 |
| Publication status | Published - 2001 |