Lecture: OPTGAME 2.0. An algorithm for equilibrium solutions of (non-)linear q...
Master data
| Title: | OPTGAME 2.0. An algorithm for equilibrium solutions of (non-)linear quadratic multi-player difference games |
| Description: | This talk presents the OPTGAME algorithm, which is developed to iteratively approximate equilibrium solutions of ‘tracking games’, i.e. discrete-time nonzero sum dynamic games with a finite number of players who face quadratic objective functions. Such a tracking game describes the behavior of decision makers who act upon a nonlinear discrete-time dynamical system, and who aim at minimizing the deviations from individually desirable paths of multiple states over a joint finite planning horizon.Among the noncooperative solution concepts, the OPTGAME algorithm approximates feedback Nash and Stackelberg equilibrium solutions, and the open-loop Nash solution, and the cooperative Pareto-optimal solution. |
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| Type: | Registered lecture |
| Homepage: | http://www.isdg-site.org/default.aspx?page=isdg_meet |
| Event: | 9th International Symposium on Dynamic Games (ISDG) (Adelaide) |
| Date: | 19.12.2000 |
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Assignment
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Fakultät für Wirtschafts- und Rechtswissenschaften
Institut für Volkswirtschaftslehre
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AT - A-9020 Klagenfurt |
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