s a nim rop rite niza spec d co ferences between skeletons obtained by different methods. with rieval, it two ed by Curve s hape a and practical contexts. Recognizing these challenges, Cornea et al. [3] have presented a taxonomy of curve skeletonization methods and the way these satisfy a set of desirable skeletal properties, and illustrated these for four such methods. Since this publication, several new s by presenting a tion methods. In thods. In a after their was published. We use in our comparison the same desirabl ria as in [3]. In addition, we also propose a detailed comp that aims to provide a fine-grained detail view on the subtle ences between skeletons computed by different methods, includ-ing comparisons of curve with surface sk...
Computing skeletons of 2D shapes, and medial surface and curve skeletons of 3D shapes, is a challeng...
We present co-skeletons, a new method that computes consistent curve skeletons for 3D shapes from a ...
We present co-skeletons, a new method that computes consistent curve skeletons for 3D shapes from a ...
Surface and curve skeletons are important shape descriptors with applications in shape matching, sim...
In recent years, many new methods have been proposed for extracting curve skeletons of 3D shapes, us...
In recent years, many new methods have been proposed for extracting curve skeletons of 3D shapes, us...
• Skeletons are well-known shape descriptors. • Applications in: shape matching, recognition, animat...
The type of representation used in describing shape can have a significant impact on the effectivene...
There are many algorithms for computing curve skeletons. Most of them have their own notion of what ...
In the proposed thesis, we address two challenges related to skeletons. The first is to formulate no...
Skeletons are powerful shape descriptors with many applications in shape processing, reconstruction ...
Computing skeletons of 2D shapes, and medial surface and curve skeletons of 3D shapes, is a challeng...
We present co-skeletons, a new method that computes consistent curve skeletons for 3D shapes from a ...
We present co-skeletons, a new method that computes consistent curve skeletons for 3D shapes from a ...
Surface and curve skeletons are important shape descriptors with applications in shape matching, sim...
In recent years, many new methods have been proposed for extracting curve skeletons of 3D shapes, us...
In recent years, many new methods have been proposed for extracting curve skeletons of 3D shapes, us...
• Skeletons are well-known shape descriptors. • Applications in: shape matching, recognition, animat...
The type of representation used in describing shape can have a significant impact on the effectivene...
There are many algorithms for computing curve skeletons. Most of them have their own notion of what ...
In the proposed thesis, we address two challenges related to skeletons. The first is to formulate no...
Skeletons are powerful shape descriptors with many applications in shape processing, reconstruction ...
Computing skeletons of 2D shapes, and medial surface and curve skeletons of 3D shapes, is a challeng...
We present co-skeletons, a new method that computes consistent curve skeletons for 3D shapes from a ...
We present co-skeletons, a new method that computes consistent curve skeletons for 3D shapes from a ...