Using 3D differential forms to characterize pigmented lesions in vivo

Zhou, Y., Smith, M., Smith, L. and Robert, W. (2010) Using 3D differential forms to characterize pigmented lesions in vivo. Skin Research and Technology , 16 (1). pp. 77-84. ISSN 1600-0846

Full text not available from this repository

Publisher's URL: http://dx.doi.org/10.1111/j.1600-0846.2009.00384.x

Abstract

BACKGROUND/PURPOSE: After the formulation of ABCD rules, many new feature extraction methods are emerging to describe the asymmetry, border irregularity, color variation and diameter of malignant melanoma. In this paper, a new research direction orthogonal to ABCD rules that characterizes 3D local disruption of skin surfaces to realize automatic recognition of melanoma is described. METHODS: This paper examines 3D differential forms of skin surfaces to characterize the local geometrical properties of melanoma. Firstly, 3D data of skin surfaces are obtained using a photometric stereo device. Then differential forms of lesion surfaces are determined to describe the geometrical texture patterns involved. Using only these geometrical features, a simple least-squared error-based linear classifier can be constructed to realize the classification of malignant melanomas and benign lesions. RESULTS: As with the 3D data of 35 melanoma and 66 benign lesion samples collected from local pigmented lesion clinics, the optimal sensitivity and specificity of the constructed linear classifier are 71.4% and 86.4%, respectively. The total area enclosed by the corresponding receiver operating characteristics curve is 0.823. CONCLUSION: This study indicates that differential forms obtained from 3D data are very promising in characterizing melanoma. Combining these features with other skin features such as border irregularity and color variation might further improve the accuracy and reliability of the automatic diagnosis of melanoma.

Item Type:Article
Uncontrolled Keywords:skin cancer, computer vision
Faculty/Department:Faculty of Environment and Technology > Department of Engineering Design and Mathematics
ID Code:12649
Deposited By: Professor M. Smith
Deposited On:14 Dec 2010 16:03
Last Modified:12 Aug 2013 08:04

Request a change to this item

Copyright 2013 © UWE better together