A numerical algorithm to find all scalar feedback nash equilibria
Year of publication: |
2013
|
---|---|
Authors: | Engwerda, Jacob Christiaan |
Publisher: |
Tilburg : Center for Economic Research |
Subject: | Linear-quadratic differential games | Linear feedback Nash equilibrium | Affine systems | Numerical solution | Riccati equations | Nash-Gleichgewicht | Nash equilibrium | Spieltheorie | Game theory | Mathematische Optimierung | Mathematical programming | Algorithmus | Algorithm | Nichtkooperatives Spiel | Noncooperative game |
-
Technical note: characterizing and computing the set of nash equilibria via vector optimization
Feinstein, Zachary, (2024)
-
Approximating solutions for nonlinear dynamic tracking games
Behrens, Doris, (2015)
-
A logarithmic approximation for polymatroid congestion games
Harks, Tobias, (2016)
- More ...
-
A game theoretic approach to linear systems with L2-bounded disturbances
Broek, W. A. van den, (2000)
-
About the choice of weighting matrices in the minimum variance controller
Engwerda, Jacob Christiaan, (1988)
-
Douven, Rudy, (1995)
- More ...