A local variation method for bilevel Nash equilibrium problems
Year of publication: |
July 2021
|
---|---|
Authors: | Caruso, Francesco ; Ceparano, Maria Carmela ; Morgan, Jacqueline |
Publisher: |
Naples, Italy : CSEF, Centre for Studies in Economics and Finance, Department of Economics, University of Naples |
Subject: | Bilevel Nash equilibrium problem | Stackelberg problem | multi-leader-follower game | ratiobounded game | potential game | Nash equilibrium | existence and uniqueness | local variation method | global convergence | error estimation | Nash-Gleichgewicht | Spieltheorie | Game theory | Gleichgewichtstheorie | Equilibrium theory |
-
Equilibrium selection in multi-leader-follower games with vertical information
Ceparano, Maria Carmela, (2017)
-
Bilevel Nash equilibrium problems : numerical approximation via direct-search methods
Caruso, Francesco, (2024)
-
Parise, Francesca, (2019)
- More ...
-
Subgame perfect Nash equilibrium : a learning approach via costs to move
Caruso, Francesco, (2019)
-
Caruso, Francesco, (2020)
-
A general method for selecting subgame perfect Nash equilibria in two-player Stackelberg games
Caruso, Francesco, (2022)
- More ...