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Existence and Generic Stability of Strong Noncooperative Equilibria of Vector-Valued Games
by
Chang, Shih-Sen
, Chen, Tao
, Zhang, Yu
in
Equilibrium
/ Existence theorems
/ Game theory
/ Games
/ generic stability
/ Mathematical functions
/ Mathematics
/ single-leader–multi-follower framework
/ Stability
/ strong noncooperative game
/ Theorems
/ vector payoff
2021
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Existence and Generic Stability of Strong Noncooperative Equilibria of Vector-Valued Games
by
Chang, Shih-Sen
, Chen, Tao
, Zhang, Yu
in
Equilibrium
/ Existence theorems
/ Game theory
/ Games
/ generic stability
/ Mathematical functions
/ Mathematics
/ single-leader–multi-follower framework
/ Stability
/ strong noncooperative game
/ Theorems
/ vector payoff
2021
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Do you wish to request the book?
Existence and Generic Stability of Strong Noncooperative Equilibria of Vector-Valued Games
by
Chang, Shih-Sen
, Chen, Tao
, Zhang, Yu
in
Equilibrium
/ Existence theorems
/ Game theory
/ Games
/ generic stability
/ Mathematical functions
/ Mathematics
/ single-leader–multi-follower framework
/ Stability
/ strong noncooperative game
/ Theorems
/ vector payoff
2021
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Existence and Generic Stability of Strong Noncooperative Equilibria of Vector-Valued Games
Journal Article
Existence and Generic Stability of Strong Noncooperative Equilibria of Vector-Valued Games
2021
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Overview
In this paper, we obtain an existence theorem of general strong noncooperative equilibrium point of vector-valued games, in which every player maximizes all goals. We also obtain an existence theorem of strong equilibrium point of vector-valued games with single-leader–multi-follower framework by using the upper semicontinuous of parametric strong noncooperative equilibrium point set of the followers. Moreover, we obtain some results on the generic stability of general strong noncooperative equilibrium point vector-valued games.
Publisher
MDPI AG
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