Autonomous Self Organized UAV Swarm Systemis

D. J. Nowak, G. Lamont
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Abstract

Interest in Self-Organized (SO) unmanned aerial vehicles (UAVs) systems is increasing because of their flexibility, versatility and economics. Many countries and industries are developing autonomous and swarming UAVs for reconnaissance, surveillance, intelligence gathering, and target engagement and neutralization. The processes for effectively developing these systems are still in their infancy. Currently, little effort is focused on building simple agent rules with low-level SO systems communication in order to facilitate emergent behaviors. Note that only with the use of effective control structures can the full potential of these systems realized. Presented is an innovative new paradigm for developing SO-based autonomous vehicles. Using a formal design model, the Interactive Partially Observable Markov Decision Process, a full understanding of this SO domain is possible. With this design model and a focused effort on the minimization of computational and informational complexity, emergent entangled control hierarchies allow the SO rules to operate efficiently and effectively. This work extends the formal model decomposition technique, and in doing so ties in the information theoretic optimization to develop emergent structures. Preliminary computational results reflect limited success.
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自主自组织无人机群系统
自组织(SO)无人机系统因其灵活性、通用性和经济性而日益受到关注。许多国家和行业正在开发自主和蜂群无人机,用于侦察、监视、情报收集、目标交战和中和。有效开发这些系统的过程仍处于起步阶段。目前,很少有人致力于构建具有低级SO系统通信的简单代理规则,以促进紧急行为。请注意,只有使用有效的控制结构才能充分发挥这些系统的潜力。提出了一种开发基于so的自动驾驶汽车的创新模式。使用正式的设计模型,交互式部分可观察马尔可夫决策过程,完全理解这个SO域是可能的。有了这个设计模型和对最小化计算和信息复杂性的关注,涌现的纠缠控制层次允许SO规则高效和有效地运行。这项工作扩展了形式模型分解技术,并在此过程中与信息理论优化联系起来,以开发紧急结构。初步的计算结果反映出有限的成功。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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