Towards Optimal Schemes for the Half-Duplex Two-Way Relay Channel
Manuel Stein

TL;DR
This paper investigates the restricted half-duplex two-way relay channel with three nodes, proposing transmission protocols and bounds that improve communication rates by utilizing all configurations and partial decoding, outperforming strategies ignoring direct paths.
Contribution
It introduces a comprehensive transmission protocol considering all network configurations and derives inner and outer bounds for achievable rates in the half-duplex two-way relay channel.
Findings
Proposed a protocol accounting for all transmit-receive configurations.
Derived outer bounds using the cut-set theorem.
Simulations show increased rates and outperforming strategies ignoring direct paths.
Abstract
A restricted two-way communication problem in a small fully-connected network is investigated. The network consists of three nodes, all having access to a common channel with half-duplex constraint. Two nodes want to establish a dialog while the third node can assist in the bi-directional transmission process. All nodes have agreed on a transmission protocol a priori and the problem is restricted to the dialog encoders not being allowed to establish a cooperation by the use of previous receive signals. The channel is referred to as the restricted half-duplex two-way relay channel. Here the channel is defined and an outer bound on the achievable rates is derived by the application of the cut-set theorem. This shows that the problem consists of six parts. We propose a transmission protocol which takes into account all possible transmit-receive configurations of the network and performs…
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Taxonomy
TopicsCooperative Communication and Network Coding · Full-Duplex Wireless Communications · Wireless Communication Security Techniques
