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Hierarchical Mergence Approach to Cell Detection in Phase Contrast Microscopy Images
Author(s) -
Lei Chen,
Jianhua Zhang,
Shengyong Chen,
Yao Lin,
Chunyan Yao,
Jianwei Zhang
Publication year - 2014
Publication title -
computational and mathematical methods in medicine
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.462
H-Index - 48
eISSN - 1748-6718
pISSN - 1748-670X
DOI - 10.1155/2014/758587
Subject(s) - artificial intelligence , computer science , segmentation , grayscale , computer vision , contrast (vision) , pattern recognition (psychology) , homogeneous , usable , phase contrast microscopy , image segmentation , mathematical morphology , region of interest , kernel (algebra) , image (mathematics) , image processing , mathematics , optics , physics , combinatorics , world wide web
Phase contrast microscope is one of the most universally used instruments to observe long-term cell movements in different solutions. Most of classic segmentation methods consider a homogeneous patch as an object, while the recorded cell images have rich details and a lot of small inhomogeneous patches, as well as some artifacts, which can impede the applications. To tackle these challenges, this paper presents a hierarchical mergence approach (HMA) to extract homogeneous patches out and heuristically add them up. Initially, the maximum region of interest (ROI), in which only cell events exist, is drawn by using gradient information as a mask. Then, different levels of blurring based on kernel or grayscale morphological operations are applied to the whole image to produce reference images. Next, each of unconnected regions in the mask is applied with Otsu method independently according to different reference images. Consequently, the segmentation result is generated by the combination of usable patches in all informative layers. The proposed approach is more than simply a fusion of the basic segmentation methods, but a well-organized strategy that integrates these basic methods. Experiments demonstrate that the proposed method outperforms previous methods within our datasets.

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