International audienceWe propose an Euclidean medial axis filtering method which generates subsets of Euclidean medial axis were filtering rate is controlled by one parameter. The method is inspired by Miklos', Giesen's and Pauly's scale axis method which preserves important features of an input object from shape understanding point of view even if they are at different scales. Our method overcomes the most important drawback of scale axis: scale axis is not, in general, a subset of Euclidean medial axis. It is even not necessarily a subset of the original shape. The method and its properties are presented in 2D space but it can be easily extended to any dimension. Experimental verification and comparison with a few previously introduced me...
The principle of the multi-scale medial axis (MMA) is important in that any object is detected at a ...
Shape representation is a fundamental topic in geometric modeling, which is ubiquitous in computer g...
A general algorithm for computing Euclidean skeletons of 3D data sets in linear time is presented. T...
International audienceWe propose an Euclidean medial axis filtering method which generates subsets o...
International audienceWe propose an Euclidean medial axis filtering method which generates subsets o...
Abstract. The λ-medial axis was introduced in 2005 by Chazal and Lieutier as a new concept for compu...
International audienceThe Scale Axis Transform provides a parametric simplification of the Medial Ax...
The notion of skeleton plays a major role in shape analysis. Some usually desirable characteristics ...
International audienceThe notion of skeleton plays a major role in shape analysis. Some usually desi...
10 pagesInternational audienceMedial axes and skeletons are notoriously sensitive to contour irregul...
The Concordance-based Medial Axis Transform (CMAT) presented in this paper is a multiscale medial ax...
The medial axis is an important shape representation and the computation of the medial axis is a fun...
International audienceThe medial axis is a classical representation of digital objects widely used i...
This paper addresses the fundamental problem of computing sta-ble medial representations of 3D shape...
AbstractThe medial axis is a classical representation of digital objects widely used in many applica...
The principle of the multi-scale medial axis (MMA) is important in that any object is detected at a ...
Shape representation is a fundamental topic in geometric modeling, which is ubiquitous in computer g...
A general algorithm for computing Euclidean skeletons of 3D data sets in linear time is presented. T...
International audienceWe propose an Euclidean medial axis filtering method which generates subsets o...
International audienceWe propose an Euclidean medial axis filtering method which generates subsets o...
Abstract. The λ-medial axis was introduced in 2005 by Chazal and Lieutier as a new concept for compu...
International audienceThe Scale Axis Transform provides a parametric simplification of the Medial Ax...
The notion of skeleton plays a major role in shape analysis. Some usually desirable characteristics ...
International audienceThe notion of skeleton plays a major role in shape analysis. Some usually desi...
10 pagesInternational audienceMedial axes and skeletons are notoriously sensitive to contour irregul...
The Concordance-based Medial Axis Transform (CMAT) presented in this paper is a multiscale medial ax...
The medial axis is an important shape representation and the computation of the medial axis is a fun...
International audienceThe medial axis is a classical representation of digital objects widely used i...
This paper addresses the fundamental problem of computing sta-ble medial representations of 3D shape...
AbstractThe medial axis is a classical representation of digital objects widely used in many applica...
The principle of the multi-scale medial axis (MMA) is important in that any object is detected at a ...
Shape representation is a fundamental topic in geometric modeling, which is ubiquitous in computer g...
A general algorithm for computing Euclidean skeletons of 3D data sets in linear time is presented. T...