Optimization-driven Hierarchical Deep Reinforcement Learning for Hybrid Relaying Communications

Y. Zou, Yutong Xie, Canhui Zhang, Shimin Gong, D. Hoang, D. Niyato
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引用次数: 8

Abstract

In this paper, we employ multiple wireless-powered user devices as wireless relays to assist information transmission from a multi-antenna access point to a single-antenna receiver. To improve energy efficiency, we design a hybrid relaying communication strategy in which wireless relays are allowed to operate in either the passive mode via backscatter communications or the active mode via RF communications, depending on their channel conditions and energy states. We aim to maximize the overall SNR by jointly optimizing the access point’s beamforming strategy as well as individual relays’ radio modes and operating parameters. Due to the non-convex and combinatorial structure of the SNR maximization problem, we develop a deep reinforcement learning approach that adapts the beamforming and relaying strategies dynamically. In particular, we propose a novel optimization-driven hierarchical deep deterministic policy gradient (H-DDPG) approach that integrates the model-based optimization into the framework of conventional DDPG approach. It decomposes the discrete relay mode selection into the outer-loop by using deep Q-network (DQN) algorithm and then optimizes the continuous beamforming and relays’ operating parameters by using the inner-loop DDPG algorithm. Simulation results reveal that the H-DDPG is robust to the hyper parameters and can speed up the learning process compared to the conventional DDPG approach.
混合中继通信的优化驱动层次深度强化学习
在本文中,我们采用多个无线供电的用户设备作为无线中继,以协助信息从多天线接入点传输到单天线接收器。为了提高能源效率,我们设计了一种混合中继通信策略,其中无线中继允许在通过反向散射通信的无源模式或通过射频通信的有源模式下工作,这取决于它们的信道条件和能量状态。我们的目标是通过共同优化接入点的波束形成策略以及单个中继的无线电模式和操作参数来最大化总体信噪比。由于信噪比最大化问题的非凸性和组合性结构,我们开发了一种动态适应波束形成和中继策略的深度强化学习方法。特别地,我们提出了一种新的优化驱动的分层深度确定性策略梯度(H-DDPG)方法,该方法将基于模型的优化集成到传统DDPG方法的框架中。采用深q网络(deep Q-network, DQN)算法将离散中继模式选择分解到外环,然后采用内环DDPG算法对连续波束形成和中继工作参数进行优化。仿真结果表明,与传统的DDPG方法相比,H-DDPG方法对超参数具有鲁棒性,并且可以加快学习过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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