In this paper, we study a mobile edge computing (MEC) system in which the mobile device is assisted by a base station (BS) and a cooperative node. The mobile device has sequential tasks to complete, whereas the cooperative node assists the mobile device on both task offloading and task computation. In specific, two cases are investigated, which are 1) the cooperative node has no tasks to complete itself, and 2) the cooperative node has tasks to complete itself. Our target is to minimize the total energy consumption of the mobile device and the cooperative node through optimizing the transmit duration in task offloading, CPU frequency in task computing along with the task index to offload in the sequential tasks. In the first case, we decompose the mixed-integer non-convex problem into two levels. In the lower level problem, thanks to the convexity, Karush-Kuhn-Tucker (KKT) conditions are utilized to simplify the problem, which is then solved with bisection search. In the upper level problem, to find solution of the task index to offload, rather than utilizing traversal method, we develop a monotonic condition to simplify the searching process. In the second case, in order to guarantee the successful computation of the mobile device and cooperative node, the uploading transmission is classified into three schemes. Within each scheme, the non-convex problem is decomposed. In the lower level problem, semi-closed solution is found by Lagrangian dual method. In the upper level problem, traversal method is applied to find the optimal offloading index.
翻译:在本文中,我们研究的是移动边缘计算系统(MEC),移动设备在其中由一个基站(BS)和一个合作节点辅助移动设备。移动设备有连续的任务要完成,而合作节点则协助移动设备卸载任务和任务计算。具体地说,调查了两个案例,即:(1)合作节点没有完成任务,(2)合作节点的任务是完成自己。我们的目标是通过优化任务卸载中的传输时间,最大限度地减少移动设备的总能量消耗和合作节点。在任务中,任务中的CPU频率与任务指数一起计算,以卸载上层任务。在第一个案例中,我们将混合内插非对连接的移动设备问题分解为两个层次。在较低一级,由于交错,Karush-Kun-Tuck (KKT) 的条件被用来简化问题,然后通过双曲线搜索加以解决。在上层问题中,找到任务指数卸载的解决方案,而不是使用跨轴式方法,我们把混合式非对调调调调问题分解,我们开发了一种双层的移动系统, 将每一个单式的递解路方法简化了内部传输程序。在内部的系统中, 。在内部的递化程序中找到了双层的递解路路路路路路路路槽中, 。在搜索的递化过程是简化到内部的递化过程。