In this paper, we study a mobile edge computing (MEC) system with the mobile device aided by multiple relay nodes for offloading data to an edge server. Specifically, the modes of decode-and-forward (DF) with time-division-multiple-access (TDMA) and frequency-division-multiple-access (FDMA), and the mode of amplify-and-forward (AF) are investigated, which are denoted as DF-TDMA, DF-FDMA, and AF, respectively. Our target is to minimize the total energy consumption of the mobile device and multiple relay nodes through optimizing the allocation of computation and communication resources. Optimization problems under the three considered modes are formulated and shown to be non-convex. For DF-TDMA mode, we transform the original non-convex problem to be a convex one and further develop a low computation complexity yet optimal solution. In DF-FDMA mode, with some transformation on the original problem, we prove the mathematical equivalence between the transformed problem in DF-FDMA mode and the problem under DF-TDMA mode. In AF mode, the associated optimization problem is decomposed into two levels, in which monotonic optimization is utilized in upper level and successive convex approximation (SCA) is adopted to find the convergent solution in the lower level. Numerical results prove the effectiveness of our proposed methods under various working modes.
翻译:在本文中,我们研究了移动边缘计算(MEC)系统,其标志是移动设备,由多个中继节点协助将数据卸载到边缘服务器。具体来说,我们的目标是通过优化计算和通信资源的分配,最大限度地减少移动设备和多端转发节点的能量消耗总量。在三种考虑模式下,设计并显示为非编码的优化问题。在DF-TDMA模式中,我们将原非编码问题转化为螺旋1,并进一步开发低计算复杂性但又是最理想的解决办法。在DF-TDMA模式中,我们通过对原有问题的某种转变,我们证明DF-DMA模式和多端中继节点的能源消耗总量和多个中继节点之间的数学等值,优化计算和通信资源的分配。在三种考虑模式下,最佳化问题在DFM-DMA模式中,最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最后,将采用最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最优化后,最后,最后,将采用。