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On finite harmonic games

Changxi Li ; Ting Liu ; Fenghua He ; Daizhan Cheng ; Hongsheng Qi ; Yiguang Hong

2016 IEEE 55th Conference on Decision and Control (CDC), 2016, p.7024-7029

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Título:
On finite harmonic games
Autor: Changxi Li ; Ting Liu ; Fenghua He ; Daizhan Cheng ; Hongsheng Qi ; Yiguang Hong
Assuntos: Control systems ; Games ; Harmonic analysis ; Nash equilibrium ; Power system harmonics ; Silicon
É parte de: 2016 IEEE 55th Conference on Decision and Control (CDC), 2016, p.7024-7029
Descrição: Two fundamental problems about finite pure harmonic games are investigated in this paper. First, the pure Nash equilibrium of finite pure harmonic games (PHGs) is investigated. For the basis games, the number and precise forms of Nash equilibria are presented. For two-player pure harmonic games, the structure of games with pure Nash equilibrium is revealed. Second, the dynamical equivalence to basis games has been discussed for evolutionary pure harmonic games. A necessary and sufficient condition is obtained.
Editor: IEEE
Idioma: Inglês

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