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Bio-medical Ontologies Maintenance and Change Management

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Multimedia Medical Databases 121<br />

many bio<strong>medical</strong> imaging applications: the quantification of tissue volumes, diagnosis,<br />

localization of pathology, study of anatomical structure, treatment planning,<br />

partial volume correction of functional imaging data, <strong>and</strong> computer-integrated<br />

surgery [76, 81].<br />

Segmentation is a difficult task because in most cases it is very hard to separate<br />

the object from the image background. Also, the image acquisition process brings<br />

noise in the <strong>medical</strong> data. Moreover, inhomogeneities in the data might lead to<br />

undesired boundaries. The <strong>medical</strong> experts can overcome these problems <strong>and</strong><br />

identify objects in the data due to their knowledge about typical shape <strong>and</strong> image<br />

data characteristics. But, manual segmentation is a very time-consuming process<br />

for the already increasing amount of <strong>medical</strong> images. As a result, reliable automatic<br />

methods for image segmentation are necessary [76, 81].<br />

As in content-based visual retrieval on color or texture features, it cannot be<br />

said that there is a segmentation method for <strong>medical</strong> images that produces good<br />

results for all types of images. There have been studied several segmentation<br />

methods that are influenced by factors like: application domain, imaging modality<br />

or others [76, 67].<br />

Image segmentation is defined as the partitioning of an image into no overlapping,<br />

constituent regions that are homogeneous, taking into consideration some<br />

characteristic such as intensity or texture [76].<br />

If the domain of the image is given by I , then the segmentation problem is to<br />

determine the sets Sk ⊂ I whose union is the entire image . Thus, the sets that make<br />

up segmentation must satisfy<br />

(5.1)<br />

where S k ∩ S j = ∅ for k≠j <strong>and</strong> each S k is connected [76, 86].<br />

In an ideal mode, a segmentation method finds those sets that correspond to<br />

distinct anatomical structures or regions of interest in the image.<br />

When the constraint from the above definition is removed, then the operation of<br />

determining the sets is called pixel classification <strong>and</strong> the sets are called classes<br />

[76]. Pixel classification can be very important in <strong>medical</strong> application, especially<br />

when disconnected regions belonging to the same tissue class need to be identified.<br />

The determination of the total number of classes in pixel classification can be<br />

also a difficult problem.<br />

Another process bounded by segmentation is called labeling, that means assigning<br />

a meaningful designation to each region or class [76]. It can be performed<br />

separately from segmentation. Labeling process maps the numerical index k of set<br />

S k , to an anatomical designation. In <strong>medical</strong> imaging, the labels are often visually<br />

obvious <strong>and</strong> can be determined upon inspection by a <strong>medical</strong> expert. Computer<br />

automated labeling is desirable when labels are not obvious, or in automated processing<br />

systems. This situation occurs in digital mammography where the image is<br />

segmented into distinct regions <strong>and</strong> the regions are subsequently labeled as being<br />

healthy tissue or with tumor.

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