4.7 Article

Local fractal dimension based approaches for colonic polyp classification

期刊

MEDICAL IMAGE ANALYSIS
卷 26, 期 1, 页码 92-107

出版社

ELSEVIER SCIENCE BV
DOI: 10.1016/j.media.2015.08.007

关键词

Polyp classification; Local fractal dimension; Texture recognition; Viewpoint invariance

资金

  1. Austrian Science Fund, TRP Project [206]
  2. Grants-in-Aid for Scientific Research [26280061] Funding Source: KAKEN

向作者/读者索取更多资源

This work introduces texture analysis methods that are based on computing the local fractal dimension (LFD; or also called the local density function) and applies them for colonic polyp classification. The methods are tested on 8 HD-endoscopic image databases, where each database is acquired using different imaging modalities (Pentax's i-Scan technology combined with or without staining the mucosa) and on a zoom-endoscopic image database using narrow band imaging. In this paper, we present three novel extensions to a LFD based approach. These extensions additionally extract shape and/or gradient information of the image to enhance the discriminativity of the original approach. To compare the results of the LFD based approaches with the results of other approaches, five state of the art approaches for colonic polyp classification are applied to the employed databases. Experiments show that LFD based approaches are well suited for colonic polyp classification, especially the three proposed extensions. The three proposed extensions are the best performing methods or at least among the best performing methods for each of the employed databases. The methods are additionally tested by means of a public texture image database, the UIUCtex database. With this database, the viewpoint invariance of the methods is assessed, an important features for the employed endoscopic image databases. Results imply that most of the LFD based methods are more viewpoint invariant than the other methods. However, the shape, size and orientation adapted LFD approaches (which are especially designed to enhance the viewpoint invariance) are in general not more viewpoint invariant than the other LFD based approaches. (C) 2015 Elsevier B.V. All rights reserved.

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