2021
DOI: 10.1016/j.ress.2021.107495
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Multi-agent maintenance scheduling based on the coordination between central operator and decentralized producers in an electricity market

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Cited by 24 publications
(9 citation statements)
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“…Each cell of the matrix corresponds to an outcome of the game, which is a vector of wins. This matrix of payoffs is called the strategic form of the game as in [13]. As the possible longitudinal actions for an airplane are to accelerate or to brake (symbolized by the terms Accelerate and Brake), a payoff matrix for an n-player game is an n-dimensional matrix of size 2n and whose payoff vectors are of size n. This implies 32 variables to be determined.…”
Section: Modeling Of Basic Two-player Situationsmentioning
confidence: 99%
“…Each cell of the matrix corresponds to an outcome of the game, which is a vector of wins. This matrix of payoffs is called the strategic form of the game as in [13]. As the possible longitudinal actions for an airplane are to accelerate or to brake (symbolized by the terms Accelerate and Brake), a payoff matrix for an n-player game is an n-dimensional matrix of size 2n and whose payoff vectors are of size n. This implies 32 variables to be determined.…”
Section: Modeling Of Basic Two-player Situationsmentioning
confidence: 99%
“…Maintenance scheduling. Maintenance scheduling with the aim of increasing the system reliability and availability has been addressed in many applications such as electrical market [9], [10], network transportation [11], [12], and manufacturing system [13], [14].…”
Section: Related Workmentioning
confidence: 99%
“…7 In addition, Zarezadeh and Asadi 8 considered a multicomponent coherent system that detects failures due to external shocks and probed the optimal PM time for the system according to the estimated cost function and system reliability. Rokhforoz et al 9 suggested that condition-based maintenance (CBM) is able to detect system jeopardy in the early stage; thus, required repairs can be performed in advance. Bautista et al 10 used CBM to address the degradation of a production system, which conforms to a homogeneous gamma process.…”
Section: Introductionmentioning
confidence: 99%