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Optimal Resource Allocation for Scalable Mobile Edge Computing

机译:可扩展移动边缘计算的最佳资源分配

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摘要

In this letter, we would like to investigate the optimal tradeoff between user experience and consumptions of communications and computation resources in designing mobile edge computing (MEC) systems. First, we propose a novel computation task model, where each computation task is scalable with different service levels, corresponding to different user experiences (i. e., utilities) and consumptions of communications and computation resources. Then, we formulate the system utility maximization problem to optimize the service level selection and transmission resource allocation under the transmission power constraints, transmission energy constraints, and deadline constraint. The problem is a challenging mixed discrete-continuous optimization problem. We develop an algorithm to obtain an optimal solution by exploiting optimality properties. We also propose a low-complexity algorithm to obtain a suboptimal solution by the difference-of-convex (DC) programming. This letter provides an effective model for trading off user experience against the consumptions of communications and computation resources in designing efficient MEC systems.
机译:在这封信中,我们想研究在设计移动边缘计算(MEC)系统时用户体验与通信和计算资源消耗之间的最佳权衡。首先,我们提出了一种新颖的计算任务模型,其中每个计算任务可以用不同的服务级别进行扩展,对应于不同的用户体验(即,实用程序)以及通信和计算资源的消耗。然后,我们提出了系统效用最大化问题,以在传输功率约束,传输能量约束和期限约束下优化服务水平选择和传输资源分配。该问题是具有挑战性的混合离散连续优化问题。我们开发了一种算法,通过利用最优性属性来获得最优解。我们还提出了一种低复杂度算法,以通过凸差(DC)编程获得次优解决方案。这封信提供了一种有效的模型,可以在设计有效的MEC系统时权衡用户体验与通信和计算资源的消耗。

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