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Efficient Decentralized Task Allocation for UAV Swarms in Multi-target Surveillance Missions

机译:多目标监视任务中无人机群的有效分散任务分配

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This paper deals with the large-scale task allocation problem for Unmanned Aerial Vehicle (UAV) swarms in surveillance missions. The task allocation problem is proven to be NP-hard which means that finding the optimal solution requires exponential time. This paper presents a practically efficient decentralized task allocation algorithm for UAV swarms based on lazy sample greedy. The proposed algorithm can provide a solution with an expected optimality ratio of at least ${p}$ for monotone submodular objective functions and of ${p}(1 - p)$ for non-monotone submodular objective functions. The individual computational complexity for each UAV is ${O}(pr^{2})$, where ${p},in ,(0,0.5]$ is the sampling probability, ${r}$ is the number of tasks. The performance of the proposed algorithm is testified through digital simulations of a multi-target surveillance mission. Simulation results indicate that the proposed algorithm achieves a comparable solution quality to state-of-the-art algorithms with dramatically less running time. Moreover, a trade-off between the solution quality and the running time is obtained by adjusting the sampling probability.
机译:本文研究了监视任务中的无人机群的大规模任务分配问题。任务分配问题被证明是NP难的,这意味着找到最佳解决方案需要指数时间。本文提出了一种基于懒惰样本贪婪的实用有效的无人机群分散任务分配算法。所提出的算法可以为单调亚模目标函数的期望最优比至少为$ {p} $,对于非单调亚模目标函数的期望最优比为$ {p}(1-p)$。每个无人机的计算复杂度为$ {O}(pr ^ {2})$,其中$ {p} \,\ in \,(0,0.5] $是采样概率,$ {r} $是通过对多目标监视任务进行数字仿真,验证了该算法的性能,仿真结果表明,该算法在解决方案质量上与最新算法相当,并且运行时间大大减少。此外,通过调整采样概率,可以在解决方案质量和运行时间之间进行权衡。

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