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Fuzzy Entropy Clustering Image Segmentation Algorithm Based on Potential Two-Dimensional Histogram

机译:基于电位二维直方图的模糊熵聚类图像分割算法

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Fuzzy c-means (FCM) algorithm has been widely used in image segmentation. However, the traditional FCM algorithm does not take into account any image spatial information, which makes it very sensitive to noise. In order to make improvements on the basis of FCM, we proposed a fuzzy entropy clustering image segmentation algorithm based on potential two-dimensional histogram. Firstly, the two-dimensional gray histogram is constructed by using the gray value of image pixels and its local spatial uniform gray value, and the potential function is used to map-the mutual influence between image pixels into the data field, so as to describe the interaction between pixels more accurately. Secondly, the kernel function will be used to map the data to a high dimensional space to complete the linear transformation, this makes the data in the original space linearly indivisible become linearly separable or approximately linearly separable, which overcomes the defect that FCM is not suitable for multiple data distributions in some extent. Finally, the iterative formula of image segmentation is obtained by Lagrange multiplier method. Experimental results show that the proposed algorithm has higher correct segmentation rate and stronger robustness.
机译:模糊C型方式(FCM)算法已广泛用于图像分割。但是,传统的FCM算法不考虑任何图像空间信息,这使得它对噪声非常敏感。为了基于FCM进行改进,我们提出了一种基于潜在二维直方图的模糊熵聚类图像分割算法。首先,通过使用图像像素的灰度和局部空间均匀灰度值来构造二维灰度直方图,并且潜在函数用于将图像像素之间的相互影响映射到数据字段中,以便描述像素之间的相互作用更精确。其次,内核函数将用于将数据映射到高维空间以完成线性变换,这使得原始空间中的数据线性不可见变为线性可分离或大致线性可分离,这​​克服了FCM不适合的缺陷在某种程度上,对于多个数据分布。最后,通过拉格朗日乘法器方法获得图像分割的迭代公式。实验结果表明,该算法具有较高的正确分割率和更强的鲁棒性。

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