论文标题
循环追捕中的代理商的指导
Guidance of Agents in Cyclic Pursuit
论文作者
论文摘要
本报告研究了执行环状追踪系统的紧急行为,该系统由由随机的代理人检测到的外部广播信号控制。分析了两种类型的环状追踪:1)线性环状追踪,每个代理都会感觉到其目标或领先代理的相对位置2)非线性环状追踪,在这种情况下,代理只能感觉到只有其领先代理并碰撞的代理并继续遵循所追求的代理(所谓的“虫子”模型))。在这两种情况下,循环追求都是一种以前已经分析的聚集算法。我们工作的新颖性是在存在的外源广播控制的情况下,在线性和非线性循环追踪中衍生出了新兴行为。我们表明,群的紧急行为取决于循环追求的类型。在线性情况下,试剂在所需方向上渐近地对齐,并以公共速度移动,这与检测到广播对照的代理数与群中的代理总数成正比,而输入(速度)信号的任何幅度。在非线性情况下,代理以共享速度聚集和移动,该速度等于输入速度信号,而与检测广播信号的代理的数量无关。
This report studies the emergent behavior of systems of agents performing cyclic pursuit controlled by an external broadcast signal detected by a random set of the agents. Two types of cyclic pursuit are analyzed: 1)linear cyclic pursuit, where each agent senses the relative position of its target or leading agent 2)non-linear cyclic pursuit, where the agents can sense only bearing to their leading agent and colliding agents merge and continue on the path of the pursued agent (a so-called "bugs" model). Cyclic pursuit is, in both cases, a gathering algorithm, which has been previously analyzed. The novelty of our work is the derivation of emergent behaviours, in both linear and non-linear cyclic pursuit, in the presence of an exogenous broadcast control detected by a random subset of agents. We show that the emergent behavior of the swarm depends on the type of cyclic pursuit. In the linear case, the agents asymptotically align in the desired direction and move with a common speed which is a proportional to the ratio of the number of agents detecting the broadcast control to the total number of agents in the swarm, for any magnitude of input (velocity) signal. In the non-linear case, the agents gather and move with a shared velocity, which equals the input velocity signal, independently of the number of agents detecting the broadcast signal.