The regular convex cooperative linear quadratic control problem |
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Authors: | Jacob Engwerda |
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Affiliation: | Tilburg University, Department of Econometrics and O.R., P.O. Box: 90153, 5000 LE Tilburg, The Netherlands |
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Abstract: | In this note we consider the cooperative linear quadratic control problem. That is, the problem where a number of players, all facing a (different) linear quadratic control problem, decide to cooperate in order to optimize their performance. It is well-known, when the performance criteria are positive definite, how one can determine the set of Pareto efficient equilibria for these games. In this note we generalize this result for indefinite criteria. |
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Keywords: | Linear-quadratic theory Riccati equations Cooperative differential games Pareto frontier |
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