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Robust mean field games for coupled Markov jump linear systems
Jun Moon,
Tamer Başar
Electrical and Computer Engineering
Coordinated Science Lab
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peer-review
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Dive into the research topics of 'Robust mean field games for coupled Markov jump linear systems'. Together they form a unique fingerprint.
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Engineering
Computational Analysis
100%
Computational Complexity
100%
Control Input
100%
Cost Function
100%
Coupling Effect
100%
Feedback Control
100%
Field System
100%
Fixed Points
100%
Illustrates
100%
Nash Equilibrium
100%
Numerical Example
100%
Optimality
100%
Population Game
100%
Saddle Point
100%
Stochastic Differential
100%
Keyphrases
Adversarial Input
25%
Average Behavior
25%
Closed-loop System
25%
Computational Analysis
25%
Computational Complexity
25%
Control Input
25%
Cost Function
25%
Coupling Effect
25%
Decentralized Controller
50%
Disturbance Input
25%
Fixed Point Problem
25%
Infinitesimal Generator
25%
Large Population Games
25%
Markov Jump Linear Systems
100%
Mean Field
25%
Mean Field Game Theory
25%
Mean Field Games
100%
Mean-field Behavior
25%
Mean-field Systems
25%
Nash Equilibrium
25%
Numerical Examples
25%
Robust Mean
100%
Saddle Point Solution
25%
Stochastic Differential Game
25%
Uniformly Stable
25%
Worst-case Disturbance
50%