Graph Theory Algorithm for Clustered Interference Alignment

Jiashi Wang, Youhua Fu
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Abstract

Clustered interference alignment (IA) can reasonably divide the sets, where IA is applied in each cluster independently. This paper mainly pays attention to graph clustering algorithm and research IA algorithm. We treat weight matrix which reduces the amount of data before the clustering and the Prim’s algorithm which comes from graph theory is introduced to produce the maximum spanning tree. Through sorting and branches interrupted, we can obtain the combination result. The proposed clustered algorithm has advantages in terms of time complexity. In IA section, we apply two kinds of algorithm in each cluster to design the code of transmitter and receiver to study the system throughout performance.
聚类干涉对准的图论算法
聚类干涉对准(IA)可以合理地划分集合,在每个聚类中独立地应用IA。本文主要关注图聚类算法和IA算法的研究。我们在聚类前处理了减少数据量的权矩阵,并引入了图论中的Prim算法来生成最大生成树。通过排序和分支中断,可以得到组合结果。本文提出的聚类算法在时间复杂度方面具有优势。在IA部分,我们在每个集群中应用两种算法来设计发送端和接收端代码,研究系统的整体性能。
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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