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Multi-UAV-Assisted MEC System: Joint Association and Resource Management Framework

机译:多免维辅助MEC系统:联合协会和资源管理框架

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In this paper, we study an energy-efficient multi- UAV-assisted multi-access edge computing (MEC) system in which unmanned aerial vehicles (UAVs) equipped with MEC servers offer computing services to the mobile devices. In particular, the mobile devices offload a portion of their computationintensive and delay-sensitive tasks to the UAVs to minimize local computing energy consumption. However, the coupling constraints of limited energy budget at UAVs and task completion deadlines make it difficult to determine device association and the amount of task to be offloaded. Moreover, the amount of computing resources assigned to the mobile devices by each UAV might vary according to the number of associated users and the amount of task offloaded from them. Therefore, in this work, we formulate a joint device association, task assignment and computing resource allocation problem to minimize the energy consumption of mobile devices and UAVs by considering the energy budget and available computing resources at the UAVs and task completion deadline constraints. To that end, we show that the proposed optimization problem is a mixed-integer nonlinear programming (MINLP) problem, which is generally a nonconvex and NP-hard problem. To solve this, we first decompose the formulated problem into three subproblems which are then solved by applying an iterative block coordinate descent (BCD) algorithm. Through the extensive simulations, we verify that our proposed algorithm outperforms the other benchmark schemes, namely, random association and offloading all.
机译:在本文中,我们研究了一个节能的多UV辅助多址edge计算(MEC)系统,其中配备有MEC服务器的无人机(UAV)为移动设备提供计算服务。特别地,移动设备将其计算的一部分卸载到无人机,以最小化局部计算能量消耗。但是,无人机和任务完成截止日期有限能源预算的耦合约束使得难以确定设备关联和要卸载的任务量。此外,每个UAV分配给移动设备的计算资源的量可能根据相关用户的数量和从它们卸载的任务量而变化。因此,在这项工作中,我们通过考虑UAVS和任务完成截止日期约束,制定联合设备关联,任务分配和计算资源分配问题,以最小化移动设备和无人机的能量消耗和可用的计算资源和任务完成截止日期约束。为此,我们表明所提出的优化问题是混合整数非线性编程(MINLP)问题,通常是非凸起和NP难题。为了解决这个问题,我们首先将配制的问题分解为三个子问题,然后通过应用迭代块坐标缩进(BCD)算法来解决。通过大量的模拟,我们验证我们提出的算法优于其他基准方案,即随机协会和卸载所有。

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