2018
DOI: 10.1007/s11831-018-9299-7
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Game Theory Approaches for the Solution of Power System Problems: A Comprehensive Review

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Cited by 72 publications
(28 citation statements)
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“…Based on Eq. (1), for the general three-population n-strategy (where n2) evolutionary game (3PnSEG), when its payoff parameters are symmetric, it is a symmetric evolutionary game, and at this point, all participants in the game know each other's preferences [39]. Otherwise, if the payoff parameters are asymmetric, then it is an asymmetric evolutionary game, such that the degree of information mastered by each population is asymmetric.…”
Section: B Symmetric and Asymmetric Evolutionary Gamesmentioning
confidence: 99%
“…Based on Eq. (1), for the general three-population n-strategy (where n2) evolutionary game (3PnSEG), when its payoff parameters are symmetric, it is a symmetric evolutionary game, and at this point, all participants in the game know each other's preferences [39]. Otherwise, if the payoff parameters are asymmetric, then it is an asymmetric evolutionary game, such that the degree of information mastered by each population is asymmetric.…”
Section: B Symmetric and Asymmetric Evolutionary Gamesmentioning
confidence: 99%
“…Game theory is a mathematically formalized strategic interaction theory; that is, the author not only pays attention to the outcome of the selected scheme, but also considers the possible outcome of other schemes in the decision-making process, which simply analyzes the gains and losses of users affected by other users' decisions [26]. It has been commonly used in marketing, in order to model competition between companies or customers [27]. Ozkane et al employed game theory to simulate individual behavior in the process of the generation and evolution of innovation.…”
Section: Agent-based Modeling and Game Theorymentioning
confidence: 99%
“…The latter involves multiple populations and meanwhile, individuals from different populations may have different pure strategies playing in an asymmetric game. In particular, in an asymmetric game, participants have asymmetric information to the preferences of each other [10].…”
Section: Modelling Of a General 2paegmentioning
confidence: 99%