2005 · 15 citations · 20 references
ComputingComputer ScienceComputational GeometryComputer VisionMultiscale ModelingCurvature AnalysisCurve ModelingGeometry ProcessingObject RecognitionShape AnalysisShape RepresentationCurvatureMultiscale Curvature AnalysisShapeShape ClassificationShape FeaturesShape RecognitionShape RetrievalTransformations
This work presents a new multiscale, curvature-based shape representation technique for planar curves. One limitation of the well-known curvature scale space (CSS) method is that it uses only curvature zero-crossings to characterize shapes and thus there is no CSS descriptor for convex shapes. The proposed method, on the other hand, uses bidimensional-unidimensional-bidimensional transformations together with resampling techniques to retain the full curvature information for shape characterization. It also employs the correlation coefficient as a measure of similarity. In the evaluation tests, the proposed method achieved a high correct classification rate (CCR), even when the shapes were severely corrupted by noise. Results clearly showed that the proposed method is more robust to noise than CSS.
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Fourier Descriptors for Plane Closed Curves
C. T. Zahn, Ralph Roskies · IEEE Transactions on Computers · 1972 · 1.9K citations
A survey of shape analysis techniques
Sven Lončarić · Pattern Recognition · 1998 · 951 citations