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Weighted kernel mapping model with spring simulation based watershed transformation for level set image segmentation

机译:基于弹簧仿真的分层图像分割分水岭加权核映射模型

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摘要

This paper proposes a novel active contour model called weighted kernel mapping (WKM) model along with an extended watershed transformation (EWT) method for the level set image segmentation, which is a hybrid model based on the global and local intensity information. The proposed EWT method simulates a general spring on a hill with a fountain process and a rainfall process, which can be considered as an image pre-processing step for improving the image intensity homogeneity and providing the weighted information to the level set function. The WKM model involves two new energy functionals which are used to segment the image in the low dimensional observation space and the higher dimensional feature space respectively. The energy functional in the low dimensional space is used to demonstrate that the proposed WKM model is right in theory. The energy functional in the higher dimensional space obtains the region parameters through the weighted kernel function by utilising mean shift technique. Since the region parameters can better represent the values of the evolving regions due to the better image homogeneity, the proposed method can more accurately segment various types of images. Meanwhile, by adding the weighted information, the level set elements can be updated faster and the image segmentation can be achieved with fewer iterations. Experimental results on synthetic, medical and natural images show that the proposed method can increase the accuracy of image segmentation and reduce the iterations of level set evolution for image segmentation.
机译:本文提出了一种新的主​​动轮廓模型,称为加权核映射(WKM)模型以及用于水平集图像分割的扩展分水岭变换(EWT)方法,该模型是基于全局和局部强度信息的混合模型。所提出的EWT方法通过喷泉过程和降雨过程模拟山上的一般泉水,可以将其视为改善图像强度均匀性并将加权信息提供给水平集功能的图像预处理步骤。 WKM模型涉及两个新的能量函数,分别用于在低维观察空间和高维特征空间中分割图像。低维空间中的能量泛函用于证明所提出的WKM模型在理论上是正确的。高维空间中的能量泛函利用均值平移技术通过加权核函数获得区域参数。由于更好的图像均匀性,区域参数可以更好地表示演化区域的值,因此所提出的方法可以更准确地分割各种类型的图像。同时,通过添加加权信息,可以更快地更新水平集元素,并且可以以更少的迭代实现图像分割。在合成,医学和自然图像上的实验结果表明,该方法可以提高图像分割的准确性,并减少图像分割的水平集演化的迭代次数。

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