Mobile edge computing (MEC) integrated with multiple radio access technologies (RATs) is a promising technique for satisfying the growing low-latency computation demand of emerging intelligent internet of things (IoT) applications. Under the distributed MapReduce framework, this paper investigates the joint RAT selection and transceiver design for over-the-air (OTA) aggregation of intermediate values (IVAs) in wireless multiuser MEC systems, while taking into account the energy budget constraint for the local computing and IVA transmission per wireless device (WD). We aim to minimize the weighted sum of the computation mean squared error (MSE) of the aggregated IVA at the RAT receivers, the WDs' IVA transmission cost, and the associated transmission time delay, which is a mixed-integer and non-convex problem. Based on the Lagrange duality method and primal decomposition, we develop a low-complexity algorithm by solving the WDs' RAT selection problem, the WDs' transmit coefficients optimization problem, and the aggregation beamforming problem. Extensive numerical results are provided to demonstrate the effectiveness and merit of our proposed algorithm as compared with other existing schemes.
翻译:与多个无线电接入技术(RATs)结合的移动边缘计算(MEC)是满足新兴智能互联网(IoT)应用中不断增长的低长期计算需求的一个很有希望的技术。在分布式的MapReduce框架下,本文件调查了无线多用户MEC系统中中间值(IVAs)的超空联合RAT选择和收发器设计,同时考虑到当地计算和无线设备IVA传输的能源预算限制。我们的目标是最大限度地减少RAT接收器综合IVA的计算平均平方差(MSE)的加权总和、WD'IVA传输成本以及相关的传输延迟,这是一个混合内置和无convex问题。根据Lagrange 双轨法和原始分解法,我们通过解决WD'RAT(WD)选择问题、WD'传输系数优化问题和聚合成型问题,制定了一种低相容的算法。我们提出了与现有算法相比的广度数据结果。