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Optimal Placement of A Relay Node with Controllable Mobility in Wireless Networks Considering Fairness

机译:考虑公平性的无线网络中可控移动性中继节点的最优布置

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Since the capacity of a wireless link depends on the distance between its transmitter and receiver nodes, the optimal placement of nodes in the wireless network is important to improve the system efficiency. We study this issue in this paper considering a wireless network that consists of multiple nodes that do not have controllable mobility and a relay node that has controllable mobility. We model the capacity of a wireless link between node and relay node as a function of the distance between them. We then formulate the optimization problem that aims at maximizing the weighted throughput of a node that achieves the lowest weighted throughput among all nodes. Unfortunately, the problem is inherently non-convex, which is in general difficult to solve. However, in this paper, we develop the algorithm for the optimal placement of the relay node based on duality theories in optimization. We also show that the optimal position of the relay node obtained by our algorithm is in fact the weighted max-min fair position.
机译:由于无线链路的容量取决于其发射器和接收器节点之间的距离,因此无线网络中节点的最佳放置对于提高系统效率很重要。我们在本文中研究此问题,考虑一个无线网络,该无线网络由多个节点组成,这些节点不具有可控制的移动性,而中继节点则具有可控制的移动性。我们将节点和中继节点之间的无线链路容量建模为它们之间距离的函数。然后,我们提出了优化问题,旨在使节点的加权吞吐量最大化,从而在所有节点中实现最低的加权吞吐量。不幸的是,问题本质上是非凸的,这通常很难解决。然而,在本文中,我们基于对偶理论在优化中开发了用于中继节点的最优布置的算法。我们还表明,通过我们的算法获得的中继节点的最佳位置实际上是加权的最大-最小公平位置。

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