针对主动配电网(active distribution network,ADN)中分散式、主动性元件种类及数量的大幅增加,网络结构复杂管理控制难度日趋困难的问题,提出多代理技术是增加ADN中多类型主动性元件协调合作的新手段。该文综述了近年来国内外基于多代...针对主动配电网(active distribution network,ADN)中分散式、主动性元件种类及数量的大幅增加,网络结构复杂管理控制难度日趋困难的问题,提出多代理技术是增加ADN中多类型主动性元件协调合作的新手段。该文综述了近年来国内外基于多代理系统对ADN中分布式能源管控、主动元件的协调控制、故障快速恢复以及区域自治的市场仿真4个方面的研究现状与成果,分析了多代理技术应用在ADN中的管理结构、通讯机制及适应于ADN发展的Agent模型。从ADN的主动性规划、多能流系统模式、博弈性市场机制及负荷主动管理能力等方面的发展趋势,展望了在未来如何更好地利用多代理技术,提高主动配电网的供电可靠性与经济性。展开更多
In this paper the classical theorem of Zareckii about regular relations is generalized and an intrinsic characterization of regularity is obtained. Based on the generalized Zareckii theorem and the intrinsic character...In this paper the classical theorem of Zareckii about regular relations is generalized and an intrinsic characterization of regularity is obtained. Based on the generalized Zareckii theorem and the intrinsic characterization of regularity, the authors give a characterization of monotone normality of ordered spaces. A new proof of the UrysohnNachbin lemma is presented which is quite different from the classical one.展开更多
基金国家社科基金青年项目"形式语义学与语义地图理论双重视角下的汉语量化现象研究"(16CYY001)香港研究资助局科研项目"Cross-linguistic investigation into universal quantification and other related notions and their semantic map"(GRF 11601315)的资助
文摘针对主动配电网(active distribution network,ADN)中分散式、主动性元件种类及数量的大幅增加,网络结构复杂管理控制难度日趋困难的问题,提出多代理技术是增加ADN中多类型主动性元件协调合作的新手段。该文综述了近年来国内外基于多代理系统对ADN中分布式能源管控、主动元件的协调控制、故障快速恢复以及区域自治的市场仿真4个方面的研究现状与成果,分析了多代理技术应用在ADN中的管理结构、通讯机制及适应于ADN发展的Agent模型。从ADN的主动性规划、多能流系统模式、博弈性市场机制及负荷主动管理能力等方面的发展趋势,展望了在未来如何更好地利用多代理技术,提高主动配电网的供电可靠性与经济性。
基金Project supported by the National Natural Science Foundation of China (No.19831040) the Science Foundation of the Ministry of Education of China and the Jiangxi Provincial Natural Science Foundation of China.
文摘In this paper the classical theorem of Zareckii about regular relations is generalized and an intrinsic characterization of regularity is obtained. Based on the generalized Zareckii theorem and the intrinsic characterization of regularity, the authors give a characterization of monotone normality of ordered spaces. A new proof of the UrysohnNachbin lemma is presented which is quite different from the classical one.
