Federated Deep Reinforcement Learning for Energy Efficient Multi-Functional RIS-Assisted Low-Earth Orbit Networks
Li-Hsiang Shen, Jyun-Jhe Huang, Kai-Ten Feng, Lie-Liang Yang, and Jen-Ming Wu

TL;DR
This paper introduces a federated deep reinforcement learning approach to optimize a novel multi-functional RIS in low-Earth orbit, significantly enhancing energy efficiency in satellite communication networks with energy harvesting capabilities.
Contribution
It proposes a new MF-RIS architecture in LEO and a federated multi-agent DRL scheme for optimizing its parameters, addressing energy efficiency in shadow regions.
Findings
Significant EE improvements over benchmarks.
Effective deployment of MF-RIS in LEO for coverage and energy harvesting.
Highest EE performance compared to traditional RIS and no-RIS scenarios.
Abstract
In this paper, a novel network architecture that deploys the multi-functional reconfigurable intelligent surface (MF-RIS) in low-Earth orbit (LEO) is proposed. Unlike traditional RIS with only signal reflection capability, the MF-RIS can reflect, refract, and amplify signals, as well as harvest energy from wireless signals. Given the high energy demands in shadow regions where solar energy is unavailable, MF-RIS is deployed in LEO to enhance signal coverage and improve energy efficiency (EE). To address this, we formulate a long-term EE optimization problem by determining the optimal parameters for MF-RIS configurations, including amplification and phase-shifts, energy harvesting ratios, and LEO transmit beamforming. To address the complex non-convex and non-linear problem, a federated learning enhanced multi-agent deep deterministic policy gradient (FEMAD) scheme is designed.…
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Taxonomy
TopicsSatellite Communication Systems · Advanced Wireless Communication Technologies · Optical Wireless Communication Technologies
MethodsWeight Decay · Experience Replay · Dense Connections · Convolution · *Communicated@Fast*How Do I Communicate to Expedia? · Batch Normalization · Adam · Deep Deterministic Policy Gradient
