Synchronization of phase oscillators as a model of synergy in sensor networks

A. J. V. D. Wal
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Abstract

One of the most challenging phenomena that can be observed in an ensemble of interacting agents is that of self-organisation, viz. emergent, collective behaviour, also known as synergy. The concept of synergy is well-known in the artificial intelligence community, in social science, and in management and economic sciences. The paradigm may be expressed by identifying an ensemble performance measure that yields more than the sum of the individual performance measures of the constituents. The aim of the present study is to discuss in a simple conceptual model system under what circumstances self-organization is feasible and to discuss what type of agents and interactions are minimally required to induce synergy among agents. As a case in point we discuss the emergent phase coherence of a multi-oscillator system with non-linear all-to-all coupling between the oscillators. In the thermodynamic limit of infinitely many interacting agents this system shows spontaneous organization. Simulations indicate that also for finite populations that are not completely connected partial phase synchronization spontaneously emerges if the interaction strength is strong enough.
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作为传感器网络协同模型的相位振荡器同步
在相互作用的代理集合中可以观察到的最具挑战性的现象之一是自组织,即涌现的集体行为,也称为协同作用。协同的概念在人工智能领域、社会科学、管理和经济科学中众所周知。范例可以通过确定一个整体性能度量来表达,该度量产生的结果大于组成部分的单个性能度量的总和。本研究的目的是在一个简单的概念模型系统中讨论在什么情况下自组织是可行的,并讨论什么类型的主体和相互作用是诱导主体之间协同作用的最低要求。作为一个恰当的例子,我们讨论了一个多振子之间具有非线性全对全耦合的系统的涌现相位相干性。在无穷多个相互作用因子的热力学极限下,系统表现为自发组织。仿真结果表明,对于非完全连通的有限种群,如果相互作用强度足够强,则会自发地出现部分相位同步。
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