2018
DOI: 10.1109/jsyst.2017.2741719
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Demand-Side Management With Household Plug-In Electric Vehicles: A Bayesian Game-Theoretic Approach

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Cited by 56 publications
(27 citation statements)
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“…We can evaluate the effectiveness of proposed approach in peak load leveling by introducing peak to average ratio (PAR). PAR is calculated as [36]…”
Section: Results Of Energy Schedulingmentioning
confidence: 99%
“…We can evaluate the effectiveness of proposed approach in peak load leveling by introducing peak to average ratio (PAR). PAR is calculated as [36]…”
Section: Results Of Energy Schedulingmentioning
confidence: 99%
“…can be rewritten as (13). Obviously, (13) denotes that the expected utility function of MG n is sum of combination which all MG include itself under all possible role type combination.…”
Section: Utility Functions For Bayesian Gamementioning
confidence: 99%
“…Since much information in reality is unknown to all or many players refuse to share their private information, the complete game approach is not suitable for the situation with incomplete information. Bayesian game approach is formulated for the proposed scenario with incomplete information to reduce users' daily cost, and existence of Bayesian Nash equilibrium is proved mathematically in [13]. The scenario is proposed for DSM programs to schedule household energy consumption considering bidirectional energy trading of PEVs, in which the charging cost and discharging profit of PEVs are not public information among different communities.…”
Section: Introductionmentioning
confidence: 99%
“…Certainly, in addition to the above research work, scholars also investigate how to promote the use of EVs by the power consumers to participate in power DR between electricity user side and electricity seller side. For instance, researchers in [52] and [56] investigate how to use EVs as a medium for trading between the electricity user side and electricity seller side (e.g., power grid companies, emerging electricity sales companies, EV aggregators, load aggregators), and use the multi-agent game mechanism to obtain the Nash equilibrium of electricity users participating in the EM transaction through the EV charging and discharging strategies. However, although the researchers in [55] adopt the noncooperative game method to optimize the trading strategy, they do not consider the transferability and uncertainty of user's other loads.…”
Section: ) Power Dr Between Electricity User Side and Electricity Sementioning
confidence: 99%