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A Method for Analyzing Nash Equilibrium Based on Clustering of Generation Companies

机译:一种基于代公司聚类的纳什均衡分析方法

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Feasibility of Nash equilibrium in generation markets is analyzed using a game theory for simplified competitive electricity markets. Generation companies in the markets are classified into two groups by the state of each company at equilibrium and a new method for obtaining Nash equilibrium in N-company spot markets is explored. Spot markets are assumed to be operated as uniform pricing auctions and generation companies are assumed to submit their bids into the auctions in the form of a seal-bid. The uniform pricing auctions in this analysis are formulated as games in which generation companies correspond to the players. The coefficient of the bidding function of company-n is assigned to the strategy of the player-n (company-n) and the payoff of the player-n is defined by his profit from the uniform price auction. Based on the concept of residual demand, best response functions of each generation company in the N-company auctions are analytically derived. Finally, an efficient way to obtain all the possible equilibrium set pairs and to examine their feasibilities as Nash equilibriums are suggested. A simple numerical example with three generation companies is demonstrated to show the basic ideas of the proposed method.
机译:利用博弈论进行了简化的竞争电力市场,分析了纳什均衡的可行性。探讨了市场上的一代企业在均衡时,每家公司的国家分为两组,并探讨了在公司现场市场中获得NASH均衡的新方法。假定现货市场作为统一定价拍卖和代购公司被假定以封印出价的形式提交委员会。该分析中的统一定价拍卖将制定为代表公司对应于玩家的游戏。公司-N的竞标函数系数被分配给玩家-N(公司-N)的策略,玩家N的收益由他从统一价格拍卖中的利润定义。基于剩余需求的概念,在经过分析地派生N公司拍卖中每个一代公司的最佳反应函数。最后,提出了一种提出所有可能的均衡成对的有效方法并检查其作为纳什均衡的可行性。有一个简单的数字示例,具有三代公司的一个简单的例子,以展示所提出的方法的基本思想。

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