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To investigate the incomplete information demand response management with overlapping electricity sales areas, we present a bayesian stackelberg game framework. But it takes a set of economical and reliable bidding strategies to guide la's participation in the spot market. We propose adaptive rules for computing the estimated transition matrices and utilities considering the number of unobserved experiences in the game
Furthermore, we study the problems of convergence of the estimated transition matrices and utilities in ssgs. It is gradually becoming an emerging way to mobilize adjustable loads and improve load demand response capability This article aims to establish a bayesian stackelberg game framework for analyzing the incomplete information demand response management with overlapping electricity sales areas, and further provide the corresponding equilibrium strategies.
We propose a general methodology to solve a category of stackelberg security games
We apply this methodology to security applications studied in the last decade We generalize known examples and propose new examples We provide an extensive computational study of compact formulations. We analyze the resulting stackelberg game considering both optimistic and pessimistic formulations, and provide results on equilibria characterization, solution existence and market properties.
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