Shape localization, quantification and correspondence using Region Matching Algorithm

Janan, Faraz and Brady, Michael (2016) Shape localization, quantification and correspondence using Region Matching Algorithm. Journal of Biomedical Graphics and Computing, 6 (1). p. 8. ISSN 1925-4008

Full content URL: http://www.sciedupress.com/journal/index.php/jbgc/...

Documents
3918-27620-2-PB.pdf
[img]
[Download]
[img]
Preview
PDF
3918-27620-2-PB.pdf - Whole Document

3MB
Item Type:Article
Item Status:Live Archive

Abstract

We propose a method for local, region-based matching of planar shapes, especially as those shapes that change over time. This is a problem fundamental to medical imaging, specifically the comparison over time of mammograms. The method is based on the non-emergence and non-enhancement of maxima, as well as the causality principle of integral invariant scale space. The core idea of our Region Matching Algorithm (RMA) is to divide a shape into a number of “salient” regions and then to compare all such regions for local similarity in order to quantitatively identify new growths or partial/complete occlusions. The algorithm has several advantages over commonly used methods for shape comparison of segmented regions. First, it provides improved key-point alignment for optimal shape correspondence. Second, it identifies localized changes such as new growths as well as complete/partial occlusion in corresponding regions by dividing the segmented region into sub-regions based upon the extrema that persist over a sufficient range of scales. Third, the algorithm does not depend upon the spatial locations of mammographic features and eliminates the need for registration to identify salient changes over time. Finally, the algorithm is fast to compute and requires no human intervention. We apply the method to temporal pairs of mammograms in order to detect potentially important differences between them.

Keywords:Region matching, Shape matching, Occluded shapes, Aligning shapes, Temporal changes, Mammograms, JCOpen
Subjects:G Mathematical and Computer Sciences > G920 Others in Computing Sciences
G Mathematical and Computer Sciences > G740 Computer Vision
Divisions:College of Science > School of Computer Science
Related URLs:
ID Code:24372
Deposited On:31 Jan 2017 14:10

Repository Staff Only: item control page