基于相关熵和流形正则化的图像聚类
时照群, 刘兆伟, 刘惊雷

Image clustering based on correntropy and manifold regularization
Zhaoqun Shi, Zhaowei Liu, Jinglei Liu
表3 本文算法和七个对比算法在五个数据集上的聚类结果:精度、归一化互信息和纯度
Table 3 Clustering results of ACCNMI and PUR by our algorithm and other algorithms on five image datasets
DatasetACC
k⁃meansNMFGNMFCGNMFGDNMFGLoRSSl1⁃CNMFCRNMF
CMU PIE24.23%51.32%76.22%76.36%76.07%72.35%73.89%78.30%
ORL49.02%58.66%60.15%60.69%56.07%56.31%61.62%61.73%
UMIST40.05%49.34%53.70%54.67%54.47%51.31%54.35%63.13%
YaleB07.25%30.47%31.33%34.47%33.39%33.07%33.97%35.42%
COIL2059.72%65.77%71.84%75.46%79.83%73.12%76.33%81.67%
DatasetNMI
k⁃meansNMFGNMFCGNMFGDNMFGLoRSSl1⁃CNMFCRNMF
CMU PIE53.65%73.26%88.31%88.57%88.13%85.14%87.25%92.52%
ORL69.23%50.14%73.38%74.76%73.46%73.76%73.88%74.93%
UMIST58.04%46.92%70.84%74.61%71.07%70.91%74.13%76.75%
YaleB08.18%38.12%42.70%42.19%42.08%41.29%42.78%53.06%
COIL2070.05%71.98%79.53%85.99%88.33%82.30%87.06%90.03%
DatasetPUR
k⁃meansNMFGNMFCGNMFGDNMFGLoRSSl1⁃CNMFCRNMF
CMU PIE30.62%59.49%80.67%86.25%87.46%84.33%86.70%86.79%
ORL59.20%60.96%64.22%66.15%61.97%62.23%65.41%66.18%
UMIST45.73%54.73%66.83%67.84%73.04%64.19%67.68%67.65%
YaleB12.21%32.15%38.91%39.98%39.99%38.34%39.57%40.49%
COIL2068.59%74.57%73.97%84.77%85.83%83.31%85.43%86.39%