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基于类云模型的c均值聚类航迹关联算法 被引量:1

C-means Clustering Track Correlation Algorithm Based on Cluster Cloud Model
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摘要 针对多传感器多目标航迹关联的特点,提出了将类云模型和c均值聚类联合应用于航迹关联的解决方法。将表征航迹特征的参量构成聚类中心和待分类的样本空间,利用类云模型和c均值聚类算法对来自不同传感器的航迹进行分类和收敛判断,构建了基于类云模型的c均值聚类航迹关联模型,有效地解决了目标密集环境下的航迹关联问题,通过仿真研究说明了该算法的有效性和鲁棒性。 A method of track association using both cluster cloud model and c-means clustering was put forward according to the features of muhi-sensor multi-target track association. The clustering center and sample space with the parameters of track features was constructed, with the method of cluster cloud model and c-means clus- tering, sorting tracks from different sensors and judging whether they were convergent. And a track association model with cluster cloud model and c-means clustering is built, solving the track association problem in the presence of dense targets effectively. The effectivity and robustiness of the algorithm is proved through simulation.
出处 《海军航空工程学院学报》 2013年第1期25-28,共4页 Journal of Naval Aeronautical and Astronautical University
关键词 类云模型 C均值聚类 航迹关联 cluster cloud model c-means clustering track association
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  • 1李德毅,孟海军,史雪梅.隶属云和隶属云发生器[J].计算机研究与发展,1995,32(6):15-20. 被引量:1216
  • 2Waxman B M. Routing of Multipoint Connections[J]. IEEE Journal of Selected Areas in Communication (JSAC), 1988, 6(9): 1617-1622.
  • 3Doar M. Multicast in the Asynchronous Transfer Mode Environment [D]. PhD thesis, Cambridge: University of Cambridge, 1993.
  • 4Bezdek J C. Pattern recognition with fuzzy objective function algorithm[M]. New York:Plenum Press,1981.
  • 5Krishnapuram R, Keller J M. A possibilistic approach to elustering[J]. IEEE Trans on Fuzzy Systems, 1993,1 (1): 98-110.
  • 6Krishnapuram R, Keller J M. The possibilistie c-means algorithm: insights and recommendations[J]. IEEE Trans on Fuzzy Systems, 1996 , 4(3) :385-393.
  • 7Girolami M. Mercer Kernel Based Clustering in Feature Space[J]. IEEE Trans on Neural Networks,2002,13 (3): 780-784.
  • 8Bezdek J C, et al. Will the real IRIS data please stand up? [J]. IEEE Trans on Fuzzy System, 1999,7 (3): 368-369.
  • 9Chernoff D F. The use of faces to represent points in k-dimensional space graphically[J]. Journal of American Statistic Association, 1999,58 (342) : 361- 368.
  • 10Li Deyi,J Software,2000年,11卷,2期,143页

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