密集部署无线局域网覆盖边界的覆盖自适应:潜在博弈方法

Keita Nagashima, Shotaro Kamiya, Koji Yamamoto, T. Nishio, M. Morikura, Tomoyuki Sugihara
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引用次数: 1

摘要

在密集的无线局域网(WLAN)环境中,WLAN设备的随意部署会导致设备重叠。在这种情况下,需要通过传输功率控制(TPC)进行覆盖适应。同时,在维护设备间的连通性时,需要考虑到覆盖漏洞。本文提出了一种以自主方式减少重叠的TPC方案,该方案不会产生目标覆盖漏洞。将该问题表述为目标覆盖问题,将无线站(sta)视为目标点,并通过所提出的方案对发射功率进行适当控制。此外,我们还证明了目标覆盖博弈是一个潜在博弈,并且所提出的方法保证在有限次迭代后收敛到纳什均衡。为了防止出现可用STA信息无法检测到的覆盖漏洞,我们提出了排除覆盖边界接入点(AP)以降低传输功率的思想,每个边界AP总是包含它单独覆盖的区域。通过对所有ap进行Delaunay三角剖分确定覆盖边界ap。通过仿真对该方案进行了验证。仿真结果表明,TPC方案在不产生覆盖空洞的情况下,有效地减少了覆盖重叠。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Coverage adaptation focusing on coverage boundary in densely deployed WLANs: Potential game approach
In dense wireless local area network (WLAN) environments, the haphazard deployment of WLAN devices causes them to overlap. In such situations, a coverage adaptation through transmission power control (TPC) is required. At the same time, coverage holes should be taken into consideration for connectivity maintenance among devices. In this paper, a TPC scheme is proposed that reduces overlaps in an autonomous manner, without generating target coverage holes. The problem is formulated as a target coverage problem, in which wireless stations (STAs) are treated as target points, and the transmission power is appropriately controlled by the proposed scheme. In addition, we prove that the target coverage game is a potential game, and the proposed method is guaranteed to converge to a Nash equilibrium after a finite number of iterations. In order to prevent the occurrence of coverage holes that cannot be detected by the available STA information, we propose the exclusion of coverage boundary access points (APs) from reducing transmission power, with the idea that each boundary AP always contains the region covered by it alone. The coverage boundary APs are determined through Delaunay triangulation of all APs. The proposed scheme is evaluated by performing some simulations. The simulation results indicate that the proposed TPC scheme is effective in reducing coverage overlaps without generating coverage holes.
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