4.3 Article

Kidney Segmentation from Dynamic Contrast-Enhanced Magnetic Resonance Imaging Integrating Deep Convolutional Neural Networks and Level Set Methods

期刊

BIOENGINEERING-BASEL
卷 10, 期 7, 页码 -

出版社

MDPI
DOI: 10.3390/bioengineering10070755

关键词

DCE-MRI; kidney segmentation; U-Net; level set

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The DCE-MRI technique is crucial for diagnosing and treating chronic kidney disease. This paper proposes a new automated approach that combines convolutional neural networks and level set methods to segment kidneys in DCE-MRI scans. Experimental results demonstrate the high performance of this approach.
The dynamic contrast-enhanced magnetic resonance imaging (DCE-MRI) technique has taken on a significant and increasing role in diagnostic procedures and treatments for patients who suffer from chronic kidney disease. Careful segmentation of kidneys from DCE-MRI scans is an essential early step towards the evaluation of kidney function. Recently, deep convolutional neural networks have increased in popularity in medical image segmentation. To this end, in this paper, we propose a new and fully automated two-phase approach that integrates convolutional neural networks and level set methods to delimit kidneys in DCE-MRI scans. We first develop two convolutional neural networks that rely on the U-Net structure (UNT) to predict a kidney probability map for DCE-MRI scans. Then, to leverage the segmentation performance, the pixel-wise kidney probability map predicted from the deep model is exploited with the shape prior information in a level set method to guide the contour evolution towards the target kidney. Real DCE-MRI datasets of 45 subjects are used for training, validating, and testing the proposed approach. The valuation results demonstrate the high performance of the two-phase approach, achieving a Dice similarity coefficient of 0.95 & PLUSMN; 0.02 and intersection over union of 0.91 & PLUSMN; 0.03, and 1.54 & PLUSMN; 1.6 considering a 95% Hausdorff distance. Our intensive experiments confirm the potential and effectiveness of that approach over both UNT models and numerous recent level set-based methods.

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