New graph colouring algorithm for resource allocation in large-scale wireless networks

L. M. Abdullah, M. D. Baba, Sinan Ghassan Abid Ali, A. Lim, Yasuo Tan
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引用次数: 11

Abstract

The vertex-colouring problem is a well-known classical problem in graph theory in which a colour is assigned to each vertex of the graph such that no two adjacent vertices have the same colour. The minimum vertex-colouring problem is known as NP-hard problem in an arbitrary graph. In this paper a graph colouring algorithm based on modified incidence matrix is proposed for resolving Physical Cell ID (PCI) allocation for large-scale femtocell deployment in LTE Telecommunication Networks. The proposed algorithm is not specified for neighbours only, but additionally can deal with neighbours of neighbours' objects due to telecommunication requirements. Our results show that by applying proper searching and assigning methods it is possible to achieve satisfactory results for resource allocation in large and complex networks such as resolving PCI allocation and conflict for large femtocells deployment in LTE Networks.
面向大规模无线网络资源分配的图形着色新算法
顶点着色问题是图论中一个著名的经典问题,该问题是为图的每个顶点分配一种颜色,使相邻的两个顶点没有相同的颜色。在任意图中,最小顶点着色问题被称为np困难问题。本文提出了一种基于改进关联矩阵的图形着色算法,用于解决LTE通信网络中大规模移动基站部署的PCI (Physical Cell ID)分配问题。该算法不仅对邻居进行了指定,而且由于通信需求,还可以处理邻居对象的邻居。我们的研究结果表明,通过适当的搜索和分配方法,可以在大型复杂网络中获得令人满意的资源分配结果,例如解决LTE网络中大型移动基站部署的PCI分配和冲突。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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