Fast robust fuzzy C-means image segmentation method combining neighborhood information
A technology of neighborhood information and average image, which is applied in image analysis, image data processing, instruments, etc., and can solve problems such as blurring, pixel information loss, and irrationality
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Embodiment 1
[0067] figure 2 (a) is a 128×128 artificial image containing two clusters with gray values 0 and 90. In order to test the robustness of the algorithm, Gaussian noise, salt and pepper noise and mixed noise are respectively added to the image, where the mixed noise is a combination of Gaussian noise N(0,100) and SαS noise, figure 2 (b) is a noisy image. figure 2 (c)-(f) show the segmentation results of FCM_S1, FCM_S2, EnFCM and FGFCM algorithms in the case of mixed noise (α=0.7 in SαS). The segmentation results of FCM_S1, _S2 and EnFCM are all affected by noise points to varying degrees, which shows that these three algorithms lack the ability to resist mixed noise. In contrast, the FGFCM method is hardly affected by noise.
Embodiment 2
[0069] image 3 (a) is the noise-free real image ‘Eight’ with a size of 308×242. image 3 (b) is the image polluted by mixed noise. image 3 (c)-(f) are the comparison of segmentation results of FCM_S1, FCM_S2, EnFCM and FGFCM algorithms on noisy images. Visually, FCM_S1, FCM_S2, and EnFCM algorithms are affected by noise to varying degrees, while FGFCM can basically eliminate the influence of mixed noise.
Embodiment 3
[0071] Comparing the robustness of segmentation results to noise and the preservation of details on the noisy medical image 'Brain MR'. Figure 4 (a) is the original 'Brain MR' image, and (b) is the image after adding mixed noise. Figure 4 (c)–(f) are the segmentation results of FCM_S1, FCM_S2, EnFCM and FGFCM algorithms using a neighborhood window of 3×3. It can be observed from the segmentation results that FCM_S1 is affected by noise, and almost none of the other algorithms are affected by noise. However, the segmentation results of FCM_S2 and EnFCM have varying degrees of blur. In contrast, FGFCM can not only resist the influence of noise points, but also retain as much detail information of the image as possible, especially in the part of the ellipse mark.
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