用于蜂窝覆盖分析的低复杂度空间插值

Hajer Braham, S. B. Jemaa, B. Sayraç, G. Fort, É. Moulines
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引用次数: 25

摘要

在过去的十年中,人们在蜂窝网络优化方面做了大量的工作,以提高网络容量和终端用户服务质量(QoS)。覆盖分析仍然是移动运营商在性能和成本方面需要创新的重要主题之一。手动覆盖率分析是一项效率低下且成本高昂的任务。无线电环境图(REMs)是当前蜂窝网络的一种有效的覆盖分析解决方案。REM概念是利用源自地质统计学的空间插值技术,对地理定位测量值进行空间插值来构建整个覆盖图。克里格是一种强大的技术,它在预测质量方面具有很高的性能。然而,这种方法在计算复杂度方面是昂贵的,特别是对于大型数据集:Kriging的计算复杂度是O(n3),其中n是测量的数量。为了降低空间插值的计算复杂度,同时保持可接受的预测误差,本文提出了将克里格法的一种变体固定秩克里格法(Fixed Rank Kriging, FRK)应用于覆盖分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Low complexity spatial interpolation for cellular coverage analysis
During the last decade a lot of effort has been spent on cellular network optimization to improve network capacity and end-user Quality of Service (QoS). Coverage analysis remains as one of the essential topics on which mobile operators still need innovation in terms of performance and cost. Manual coverage analysis is an inefficient and costly task. Radio Environment Maps (REMs) is an efficient coverage analysis solution for present-day cellular networks. REM concept consists of spatially interpolating geo-located measurements to build the whole coverage map using a spatial interpolation technique originating from geo-statistics. Kriging is such a powerful technique which results in high performance in terms of prediction quality. However, this method is costly in terms of computational complexity especially for large datasets: computational complexity of Kriging is O(n3) where n is the number of measurements. This paper proposes the application of a variant of Kriging, Fixed Rank Kriging (FRK), to coverage analysis in order to reduce the computational complexity of the spatial interpolation while keeping an acceptable prediction error.
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