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Robust medical image segmentation using particle swarm optimization aided level set based global fitting energy active contour approach

机译:使用基于粒子群优化辅助水平集的全局拟合能量主动轮廓线方法进行稳健的医学图像分割

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摘要

The active contour models have been popularly employed for image segmentation for almost a decade now. Among these active contour models, the level set based Chan and Vese algorithm is a popular region-based model that inherently utilizes intensity homogeneity in each region under consideration. However, the Chan and Vese model often suffers from the possibility of getting trapped in a local minimum, if the contour is not properly initialized. This problem assumes greater importance in the context of medical images where the intensity variations may assume large varieties of local and global profiles. In this work we propose a robust version of the Chan and Vese algorithm which is expected to achieve satisfactory segmentation performance, irrespective of the initial choice of the contour. This work formulates the fitting energy minimization problem to be solved using a metaheuristic optimization algorithm and makes a successful implementation of our algorithm using particle swarm optimization (PSO) technique. Our algorithm has been developed for two-phase level set implementation of the Chan and Vese model and it has been successfully utilized for both scalar-valued and vector-valued images. Extensive experimentations utilizing different varieties of medical images demonstrate how our proposed method could significantly improve upon the quality of segmentation performance achieved by Chan and Vese algorithm with varied initializations of contours.
机译:主动轮廓模型已被广泛用于图像分割近十年了。在这些活动轮廓模型中,基于水平集的Chan和Vese算法是一种流行的基于区域的模型,其固有地利用了所考虑的每个区域中的强度均匀性。但是,如果轮廓未正确初始化,Chan and Vese模型通常会陷入陷入局部最小值的可能性。在医学图像的背景下,此问题具有更大的重要性,在该医学图像中,强度变化可能会呈现多种多样的局部和全局轮廓。在这项工作中,我们提出了Chan和Vese算法的可靠版本,无论轮廓的初始选择如何,该版本均有望实现令人满意的分割性能。这项工作制定了使用元启发式优化算法要解决的拟合能量最小化问题,并使用粒子群优化(PSO)技术成功实现了我们的算法。我们的算法已开发用于Chan和Vese模型的两阶段水平集实现,并且已成功地用于标量值和矢量值图像。利用不同种类的医学图像进行的广泛实验表明,我们提出的方法如何通过Chan和Vese算法在轮廓初始化不同的情况下显着提高分割性能。

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