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基于初始聚类中心优化和维间加权的改进K-means算法 被引量:7
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作者 王越 王泉 +1 位作者 吕奇峰 曾晶 《重庆理工大学学报(自然科学)》 CAS 2013年第4期77-80,共4页
针对K-means算法易受随机选择的初始聚类中心的影响和划分准确率不高的缺点,给出了一种改进的K-means算法。首先对初始聚类中心的选择过程进行了改进,然后对各样本点间差异最大的维进行加权处理。在Iris数据集上对原始算法和改进后的K-m... 针对K-means算法易受随机选择的初始聚类中心的影响和划分准确率不高的缺点,给出了一种改进的K-means算法。首先对初始聚类中心的选择过程进行了改进,然后对各样本点间差异最大的维进行加权处理。在Iris数据集上对原始算法和改进后的K-means算法的聚类结果进行对比分析。实验证明:改进后的算法稳定,且聚类的准确率达到了92%。 展开更多
关键词 聚类 K—means算法 初始聚类中心 维间加权 Iris数据集
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Interference Alignment in Two-Way Relay Networks via Rank Constraints Rank Minimization 被引量:1
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作者 Xue Jiang Baoyu Zheng Yuelin Du 《China Communications》 SCIE CSCD 2017年第7期195-203,共9页
Interference alignment(IA) is one of the promising measures for the multi-user network to manage interference. The rank constraints rank minimization means that interference spans the lowest dimensional subspace and t... Interference alignment(IA) is one of the promising measures for the multi-user network to manage interference. The rank constraints rank minimization means that interference spans the lowest dimensional subspace and the useful signal spans all available spatial dimensions. In order to improve the performance of two-way relay network, we can use rank constrained rank minimization(RCRM) to solve the IA problem. This paper proposes left reweighted nuclear norm minimization-γalgorithm and selective coupling reweighted nuclear norm minimization algorithm to implement interference alignment in two-way relay networks. The left reweighted nuclear norm minimization-γ algorithm is based on reweighted nuclear norm minimization algorithm and has a novel γ choosing rule. The selective coupling reweighted nuclear norm minimization algorithm weighting methods choose according to singular value of interference matrixes. Simulation results show that the proposed algorithms considerably improve the sum rate performance and achieve the higher average achievable multiplexing gain in two-way relay interference networks. 展开更多
关键词 wireless Communications interference alignment two-way relay networks rank constraints rank minimization
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