Fractal and integral geometry tools for texture deformation measurement

Abstract : In this work, we investigate the use of two techniques for segmentation of different states of one texture (e.g. deformations of an homogeneous texture): - fractal geometry, that deals with the analysis of complex irregular shapes which cannot well be described by the classical Euclidean geometry - Integral geometry, that treats sets globally and allows to introduce robust measures.We focus on the study of two parameters, Lacunarity and Favard length, and proove a theoritical link between them. As an application,we are able to achieve with an excellent accuracy automatic classification of Lung diseases on the basis on SPECT images. Classical techniques tried on those images give poor results.
Type de document :
[Research Report] RR-1708, INRIA. 1992
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Soumis le : lundi 29 mai 2006 - 11:39:33
Dernière modification le : vendredi 25 mai 2018 - 12:02:06
Document(s) archivé(s) le : vendredi 13 mai 2011 - 22:10:11



  • HAL Id : inria-00076945, version 1



Jacques Lévy Véhel. Fractal and integral geometry tools for texture deformation measurement. [Research Report] RR-1708, INRIA. 1992. 〈inria-00076945〉



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