In this paper, we propose a bilateral peer-to-peer (P2P) energy trading scheme under single-contract and multi-contract market setups, both as an assignment game, and a special class of coalitional games. {The proposed market formulation allows for efficient computation of a market equilibrium while keeping the desired economic properties offered by the coalitional games. Furthermore, our market model allows buyers to have heterogeneous preferences (product differentiation) over the energy sellers, which can be economic, social, or environmental. To address the problem of scalability in coalitional games, we design a novel distributed negotiation mechanism that utilizes the geometric structure of the equilibrium solution to improve the convergence speed. Our algorithm enables market participants (prosumers) to reach a consensus on a set of ``stable" and ``fair" bilateral contracts which encourages prosumer participation.} The negotiation process is executed with virtually minimal information requirements on a time-varying communication network that in turn preserves privacy. We use operator-theoretic tools to rigorously prove its convergence. Numerical simulations illustrate the benefits of our negotiation protocol and show that the average execution time of a negotiation step is much faster than the benchmark.
翻译:在本文中,我们提议在单一合同和多合同市场设置下采用双边同行能源交易计划(P2P),既作为一种派任游戏,又作为一种特殊的联盟游戏类别。 {拟议的市场配方允许有效计算市场平衡,同时保持联盟游戏提供的理想经济属性。此外,我们的市场模式允许买方对能源销售商有各种不同的偏好(产品差别),这可以是经济、社会或环境的。为了解决联合游戏的可缩放性问题,我们设计了一个新颖的分布式谈判机制,利用均衡解决方案的几何结构来提高趋同速度。我们的算法使市场参与者(制价者)能够就一套“可选”和“公平”的双边合同达成共识,鼓励授标人参与。}谈判进程的执行在时间变化的通信网络上几乎是最低限度的信息要求,而这反过来又可以保护隐私。我们使用操作者理论工具来严格证明其趋同性。数字模拟说明了我们谈判协议的好处,并表明谈判的平均执行时间比基准要快得多。