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Two-Step Modified Nash Equilibrium Method for Medical Image Segmentation Based on an Improved C-V Model

机译:基于改进的C-V型模型的医学图像分割两步修改纳什平衡方法

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One of the most established region-based segmentation methods is the region based C-V model. This method formulates the image segmentation problem as a level set or improved level set clustering problem. However, the existing level set C-V model fails to perform well in the presence of noisy and incomplete data or when there is similarity between the objects and background, especially for clustering or segmentation tasks in medical images where objects appear vague and poorly contrasted in greyscale. In this paper, we modify the level set C-V model using a two-step modified Nash equilibrium approach. Firstly, a standard deviation using an entropy payoff approach is employed and secondly a two-step similarity clustering based approach is applied to the modified Nash equilibrium. One represents a maximum similarity within the clustered regions and the other the minimum similarity between the clusters. Finally, an improved C-V model based on a two-step modified Nash equilibrium is proposed to smooth the object contour during the image segmentation. Experiments demonstrate that the proposed method has good performance for segmenting noisy and poorly contrasting regions within medical images.
机译:基于区域最熟悉的基于区域的分割方法之一是基于区域的C-V型号。该方法将图像分割问题配制为级别集或改进的级别设置聚类问题。然而,现有的级别C-V型模型在存在嘈杂和不完整的数据存在或者当对象和背景之间存在相似性时,特别是对于在灰度上显得模糊而且在灰度中对比的群集或分段任务之间存在相似之处。在本文中,我们使用两步修改的NASH均衡方法修改级别集C-V型号。首先,采用使用熵付费方法的标准偏差,其次是基于两步相似性聚类的方法应用于改进的纳什平衡。一个表示聚类区域内的最大相似性,另一个在群集之间的最小相似性。最后,提出了一种基于两步修改的纳什均衡的改进的C-V型号,以在图像分割期间平滑物体轮廓。实验表明,该方法具有良好的性能,可以在医学图像中分割嘈杂和较差的地区进行分割。

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