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Statistical significance based graph cut regularization for medical image segmentation

机译:基于统计显着性的图割正则化医学图像分割

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Graph cut minimization formulates the image segmentation asa linear combination of problem constraints. The salient constraintsof the computer vision problems are data and smoothness which arecombined through a regularization parameter. The main task of theregularization parameter is to determine the weight of the smoothnessconstraint on the graph energy. However, the difference in functionalforms of the constraints forces the regularization weight to balancethe inharmonious relationship between the constraints. This paperproposes a new idea: bringing the data and smoothness terms on thecommon base decreases the difference between the constraint functions.Therefore the regularization weight regularizes the relationshipbetween the constraints more effectively. Bringing the constraints onthe common base is carried through the statistical significancemeasurement. We measure the statistical significance of each term byevaluating the terms according to the other graph terms. Evaluatingeach term on its own distribution and expressing the cost by the samemeasurement unit decrease the scale and distribution differencesbetween the constraints and bring the constraint terms on similarbase. Therefore, the tradeoff between the terms would be properlyregularized. Naturally, the minimization algorithm produces bettersegmentation results. We demonstrated the effectiveness of theproposed approach on medical images. Experimental results revealedthat the proposed idea regularizes the energy terms more effectivelyand improves the segmentation results significantly.
机译:图割最小化将图像分割公式化为问题约束的线性组合。计算机视觉问题的显着约束是通过正则化参数组合的数据和平滑度。调整参数的主要任务是确定平滑约束对图形能量的权重。但是,约束的功能形式上的差异迫使正则化权重平衡约束之间的不和谐关系。本文提出了一个新的思路:将数据项和平滑度项放在公共的基础上可以减小约束函数之间的差异。因此,正则化权重可以更有效地对约束条件之间的关系进行正则化。通过统计显着性度量对约束施加公共基础。我们通过根据其他图形术语评估术语来衡量每个术语的统计显着性。评估每个术语自己的分布并用相同的度量单位表示成本可以减小约束之间的规模和分布差异,并使约束条件基于相似的基础。因此,条款之间的权衡将得到适当调整。自然地,最小化算法产生更好的分割结果。我们在医学图像上证明了该方法的有效性。实验结果表明,提出的思想能更有效地对能量项进行正则化,并显着提高了分割效果。

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