作者: Zhiyuan Liu , Seungil You , Xinyang Zhou , Guohui Ding , Lijun Chen
关键词: Numerical stability 、 Nash equilibrium 、 Bounded function 、 Stability (probability) 、 Computer science 、 Convergence (routing) 、 Upper and lower bounds 、 Node (networking) 、 Topology 、 Metric (mathematics)
摘要: We consider the signal-anticipating behavior in local Volt/Var control for distribution systems. Such a makes interaction among nodes game. characterize Nash equilibrium of game as optimum global optimization problem and establish its asymptotic stability. also show that voltage has less restrictive convergence condition than signal-taking control. then introduce notion price signal-anticipation (PoSA) to impact control, use gap cost between network metric PoSA. how PoSA scales with size, topology, heterogeneity few settings. Our results is upper bounded by constant average per node will go zero size increases. This desirable it means not be arbitrarily large, no matter what is, mechanism needed mitigate behavior. further carry out numerical experiments real-world circuit complement theoretical analysis.