Affiliations: Department of Digital Information Technologies, University of Vic, Barcelona, Spain. E-mails: pere.marti@uvic.cat, ramon.reig@uvic.cat, jaume.danes@uvic.cat
Note: [] Corresponding author: Pere Marti-Puig, Department of Digital Information Technologies, University of Vic, 08500 Vic, Barcelona, Spain. E-mail: pere.marti@uvic.cat
Abstract: In this paper the authors propose a new closed contour descriptor that could be seen as a Feature Extractor of closed contours based on the Discrete Hartley Transform (DHT), its main characteristic is that uses only half of the coefficients required by Elliptical Fourier Descriptors (EFD) to obtain a contour approximation with similar error measure. The proposed closed contour descriptor provides an excellent capability of information compression useful for a great number of AI applications. Moreover it can provide scale, position and rotation invariance, and last but not least it has the advantage that both the parameterization and the reconstructed shape from the compressed set can be computed very efficiently by the fast Discrete Hartley Transform (DHT) algorithm. This Feature Extractor could be useful when the application claims for reversible features and when the user needs and easy measure of the quality for a given level of compression, scalable from low to very high quality.
