激光与光电子学进展, 2018, 55 (1): 011004, 网络出版: 2018-09-10   

基于自适应模糊C均值与后处理的图像分割算法 下载: 1194次

Image Segmentation Based on Adaptive Fuzzy C-Means and Post Processing Correction
作者单位
1 河北地质大学信息工程学院, 河北 石家庄 050031
2 河北地质大学河北省光电信息与地球探测技术重点实验室, 河北 石家庄 050031
图 & 表

图 1. 3×3含噪区域。(a)(b)高斯噪声;(c)(d)混合噪声

Fig. 1. 3×3 window with noise. (a)(b) Gaussian noise; (c)(d) mixed noise

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图 2. 某邻域隶属度和分类标签。(a)标签为1的隶属度;(b)标签为2的隶属度;(c)分类标签

Fig. 2. Membership andcluster label of neighborhood. (a) membership of label 1; (b) membership of label 2; (c) cluster label

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图 3. 添加高斯噪声(0,0.03)的合成图像分割图。(a)原始图像;(b)高斯噪声图像;(c) FCM_S1算法;(d) FCM_S2算法;(e) EnFCM算法;(f) FGFCM算法;(g) FLICM算法;(h) NDFCM_P算法;(i) FNDFCM_P算法

Fig. 3. Segmentation of synthetic image with Gaussian noise(0, 0.03). (a) Original image; (b) image with Gaussian noise (0, 0.03); (c) FCM_S1algorithm; (d) FCM_S2 algorithm; (e) EnFCM algorithm; (f) FGFCM algorithm; (g) FLICM algorithm; (h) NDFCM_P algorithm; (i) FNDFCM_P algorithm

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图 4. 添加椒盐噪声(0.1)的合成图像分割图。(a)原始图像;(b)高斯噪声图像;(c) FCM_S1算法;(d) FCM_S2算法; (e) EnFCM算法;(f) FGFCM算法;(g) FLICM算法;(h) NDFCM_P算法;(i) FNDFCM_P算法

Fig. 4. Segmentation of synthetic image with salt & pepper noise (0.1). (a) Original image; (b) image with salt & pepper noise (0.1); (c) FCM_S1 algorithm; (d) FCM_S2 algorithm; (e) EnFCM algorithm; (f) FGFCM algorithm; (g) FLICM algorithm; (h) NDFCM_P algorithm; (i) FNDFCM_P algorithm

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图 5. 不同邻域的人工合成分割结果对比图。(a) NDFCM_P算法;(b) FNDFCM_P算法

Fig. 5. Comparison of synthetic segmentation results in different neighborhoods. (a) NDFCM_P algorithm; (b) FNDFCM_P algorithm

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图 6. #42049分割结果。(a)原图;(b)加噪图;(c)标准人工分割图;(d) FCM_S1算法;(e) FCM_S2算法;(f) EnFCM算法;(g) FGFCM算法;(h) FLICM算法;(i) NDFCM_P算法;(j) FNDFCM_P算法

Fig. 6. Segmentation results of #42049 (a) Original image; (b) image with mixed noise; (c) standard manual segmentation; (d) FCM_S1 algorithm; (e) FCM_S2 algorithm; (f) EnFCM algorithm; (g) FGFCM algorithm; (h) FLICM algorithm; (i) NDFCM_P algorithm; (j) FNDFCM_P algorithm

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图 7. #238001分割结果。(a)原图;(b)加噪图;(c)标准人工分割图;(d) FCM_S1算法;(e) FCM_S2算法;(f) EnFCM算法;(g) FGFCM算法;(h) FLICM算法;(i) NDFCM_P算法;(j) FNDFCM_P算法

Fig. 7. Segmentation results of #238001. (a) Original image; (b) image with Salt & Pepper noise; (c) standard manual segmentation; (d) FCM_S1 algorithm;(e) FCM_S2 algorithm; (f) EnFCM algorithm; (g) FGFCM algorithm; (h) FLICM algorithm; (i) NDFCM_P algorithm; (j) FNDFCM_P algorithm

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图 8. 不同邻域时#42049的分割结果对比图。(a) NDFCM_P算法;(b) FNDFCM_P算法

Fig. 8. Comparison of #42049 segmentation results in different neighborhoods. (a) NDFCM_P algorithm; (b) FNDFCM_P algorithm

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图 9. 不同算法的石头山图像分割图。(a)原始图像;(b)混合噪声图像;(c) FCM_S1算法;(d) FCM_S2算法; (e) EnFCM算法;(f) FGFCM算法;(g) FLICM算法;(h) NDFCM_P算法;(i) FNDFCM_P算法

Fig. 9. Segmentation of stone mountain image by different algorithms. (a) Original image; (b) image corrupted by mixed noise; (c) FCM_S1algorithm; (d) FCM_S2 algorithm; (e) EnFCM algorithm; (f) FGFCM algorithm; (g) FLICM algorithm; (h) NDFCM_P algorithm; (i) FNDFCM_P algorithm

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图 10. 不同算法的硬币图像分割图。(a)原始图像;(b)椒盐噪声图像;(c) FCM_S1算法;(d) FCM_S2算法; (e) EnFCM算法;(f) FGFCM算法;(g) FLICM算法; (h) NDFCM_P算法; (i) FNDFCM_P算法

Fig. 10. Segmentation of coin image by different algorithms. (a) Original image; (b) image corrupted by salt & pepper noise; (c) FCM_S1 algorithm; (d) FCM_S2 algorithm; (e) EnFCM algorithm; (f) FGFCM algorithm; (g) FLICM algorithm; (h) NDFCM_P algorithm; (i) FNDFCM_P algorithm

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表 1后处理执行框架

Table1. Diagram of post processing

Step 1: extraction of potentially misclassified pixelsStep 2: reclassification of the extracted pixels (xl)
1 l← 11 for all extracted pixels xl do
2 for all pixels xj of the image do2 for ∀ xjxl, do
3 if [label (xj)≠label (3×3 neighbourhood)] then3 Find arg max (Ji) by using formula (23)
4 xl=xj4 end for
5 l← l+15 end for
6 end if6 return segmentation results
7 end for
8 return xl

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表 2不同分割算法的参数设置

Table2. Parameters setting for different segmentation algorithms

AlgorithmParameter setting
mαλsλgTε
FCM_S12430010-5
FCM_S22430010-5
EnFCM2430010-5
FGFCM23330010-5
FLICM230010-5
NDFCM_P23330010-5
FNDFCM_P23330010-5

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表 3不同噪声水平下各分割算法的指标对比

Table3. Comparison of indices of different segmentation algorithms under different noise levels

Noise levelIndexFCM_S1FCM_S2EnFCMFGFCMFLICMNDFCM_PFNDFCM_P
Gaussian noise (0,0.03)SA0.92240.93580.92490.94760.95430.98450.9825
ARI0.89660.91440.89990.93020.93910.97920.9767
Gaussian noise (0,0.04)SA0.89570.88990.89830.92570.94130.97310.9714
ARI0.86130.86660.86440.90110.92170.96410.9619
Salt & pepper noise (0.1)SA0.89620.95860.95750.97030.87250.99660.9934
ARI0.86160.94480.94340.96040.83000.99540.9911
Gaussian noise (0,0.02) &salt & pepper noise (0.1)SA0.85020.91700.91890.93410.84260.98370.9790
ARI0.80020.88940.89190.91220.79010.97840.9720

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表 4Berkeley图像各分割算法的指标对比

Table4. Comparison of indices of different segmentation algorithms on Berkeley image

ImageNoise levelIndexFCM_S1FCM_S2EnFCMFGFCMFLICMNDFCM_PFNDFCM_P
#42049Gaussiannoise (0,0.05)SA0.94070.93920.94170.94830.95290.95470.9539
ARI0.88150.87830.88340.89660.90580.90940.9078
Salt & peppernoise (0.2)SA0.89180.95290.89170.94650.93730.96010.9563
ARI0.78360.90580.78330.89290.83460.92020.9127
Gaussian noise(0,0.04) & Salt &pepper noise (0.1)SA0.90720.92920.91470.94160.94540.95250.9531
ARI0.81440.85840.82950.88320.89080.90500.9062
#238001Gaussiannoise (0,0.02)SA0.59260.57400.89380.91530.84470.94750.9495
ARI0.38900.36110.84080.87310.76710.92120.9242
Salt & peppernoise (0.1)SA0.70830.90710.76730.91460.66340.96100.9585
ARI0.56250.86060.65090.87190.49510.94150.9378
Gaussian noise(0,0.01) & Salt &pepper noise (0.05)SA0.62850.60050.65920.94220.70310.95780.9578
ARI0.44280.40080.48880.91340.55470.93670.9368

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表 5不同分割算法的运行时间对比

Table5. Comparison of execution time by different segmentation algorithms

ImageSize /(pixel×pixel)ClusterTime /s
FCM_S1EnFCMFLICMNDFCM_PFNDFCM_P
Synthetic image128×12840.250.0616.590.950.81
#42049 image481×32120.760.04121.63108.61112.28
Coin image308×24234.520.0439.4629.6530.80

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朱占龙, 王军芬. 基于自适应模糊C均值与后处理的图像分割算法[J]. 激光与光电子学进展, 2018, 55(1): 011004. Zhu Zhanlong, Wang Junfen. Image Segmentation Based on Adaptive Fuzzy C-Means and Post Processing Correction[J]. Laser & Optoelectronics Progress, 2018, 55(1): 011004.

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