人群相互作用的两个不变量

Daniel S. Brown, M. Goodrich, S. Jung, S. Kerman
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引用次数: 32

摘要

寻找不变量是科学研究的一个基本目标。这些不变量,如牛顿运动定律,使我们能够模拟和预测系统在许多不同问题中的行为。在新兴的人类群体相互作用(HSI)领域,仍然缺乏对基本不变量的系统识别。发现和形式化这些不变量将为开发和更好地理解有效的HSI方法提供基础。我们提出了基于几何的群体HSI的两个不变量:(1)集体状态是与生物启发的群体相关的基本感知;(2)人类影响和理解群体集体状态的能力取决于跨度和持久性之间的平衡。我们通过综合我们之前在HSI领域的许多工作和几个新的结果,包括一个新的用户研究,其中用户同时管理多个群体,来提供这些不变量的证据。我们还讨论了如何应用这些不变量来实现人类和生物启发集体之间更有效和成功的团队合作,并确定了未来研究HSI不变量的几个有希望的方向。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Two invariants of human-swarm interaction
The search for invariants is a fundamental aim of scientific endeavors. These invariants, such as Newton's laws of motion, allow us to model and predict the behavior of systems across many different problems. In the nascent field of Human-Swarm Interaction (HSI), a systematic identification of fundamental invariants is still lacking. Discovering and formalizing these invariants will provide a foundation for developing, and better understanding, effective methods for HSI. We propose two invariants underlying HSI for geometric-based swarms: (1) collective state is the fundamental percept associated with a bio-inspired swarm, and (2) a human's ability to influence and understand the collective state of a swarm is determined by the balance between the span and persistence. We provide evidence of these invariants by synthesizing much of our previous work in the area of HSI with several new results, including a novel user study where users manage multiple swarms simultaneously. We also discuss how these invariants can be applied to enable more efficient and successful teaming between humans and bio-inspired collectives and identify several promising directions for future research into the invariants of HSI.
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