论文标题
线性季度平均场比赛，团队和控制的统一关系分析
A Unified Relation Analysis of Linear-quadratic Mean-field Game, Team and Control
论文作者
论文摘要
本文重新研究了弱耦合大型人口（LP）系统的充分研究的动态决策。具体而言，三种类型的LP决策问题：平均场比赛（MG），均值场团队（MT）和均值场型控制（MC），在一般的随机线性质量质量环境中得到完全分析，并在状态动力学和不确定的重量方面具有控制性下降。更重要的是，MG，MT和MC之间的相互关系是系统地讨论的。报告了一些相关的有趣发现，这些发现可能应用于一般LP决策的结构分析。
This paper revisits well-studied dynamic decisions of weakly coupled large-population (LP) systems. Specifically, three types of LP decision problems: mean-field game (MG), mean-field team (MT), and mean-field-type control (MC), are completely analyzed in a general stochastic linear-quadratic setting with controlled-diffusion in state dynamics and indefinite weight in cost functional. More importantly, interrelations among MG, MT and MC are systematically discussed; some relevant interesting findings are reported that may be applied to a structural analysis of general LP decisions.
