基于二值形态学特征点提取的眼底图像配准

Jesús Eduardo Ochoa Astorga, Weiwei Du, Yahui Peng, Linni Wang
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引用次数: 0

摘要

眼底图像配准对于临床眼病检查至关重要,其中糖尿病视网膜病变或黄斑变性等疾病可能需要细致的监测。多个视网膜图像可以被注册来分析患者随时间的演变,以扩大视野或提高分辨率,以进行详细的检查。目前主要采用基于特征的眼底配准方法,但有些方法的特征点密度较大,由于特征点之间的相似性,可能会使某些特征描述子的匹配过程变得复杂。此外,已经开发了几种血管结构分割方法,偶尔使用Hessian矩阵特征。然而,这些功能的使用尚未广泛用于注册目的。本文提出了一种眼底图像配准的二值形态学特征点提取方法,该方法涉及到用于划分感兴趣区域的frani滤波器,将点分布优先于丰度。然后进行中轴变换和模式检测,得到快速视网膜关键点描述符(Fast Retina Keypoint, FREAK)特征点,匹配后计算变换矩阵。利用眼底图像配准数据集(FIRE)对该方法进行了评估。结果表明,该方法可以在一定程度上与之前的一些类似方法相竞争,曲线下面积的配准误差为0.5084。
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Fundus Image Registration with Binary Morphology Extraction of Feature Points
Fundus image registration is essential for clinical eye disease examination, in which diseases such as diabetic retinopathy or macular degeneration may require a meticulous monitoring. Multiple retinal images may be registered to analyze the evolution of patients over time, to widen the field of view or to enhance the resolution for a detailed examination. At present, feature-based fundus registration methods prevail, nonetheless, some methods have a great feature points density, which may complicate the matching process for some feature descriptors due to the similarity among the points. Furthermore, several methods for vessel structure segmentation have been developed, occasionally employing Hessian matrix features. However, the use of these features, has not been extensively employed for registration purposes. This paper proposes a fundus image registration with binary morphology extraction of feature points that involves the frangi filter for demarcating a region of interest, prioritizing the points distribution over the abundance. Later, medial axis transform and pattern detection are made for obtaining feature points that are characterized by the Fast Retina Keypoint (FREAK) descriptor and matched for computing the transformation matrix. The proposed method is assessed with the Fundus Image Registration Dataset (FIRE). Results suggest that the proposed method can compete to certain extent with some of the former similar approaches in regard to registration error, achieving a 0.5084 for area under the curve.
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