Add to ORKGthe exact arrangement of circles on a sphere, with applications in structural biolog
In this paper a complete system of Euclidean invariants is presented to study circular surfaces with...
one of the methods of formation of geometric networks of arches of the same radius using regular sph...
Knowledge about Number Theory and GeometryOnly a few points on a lattice lie exactly on a circle of ...
International audienceBalls and spheres are the simplest modeling primitives after affine ones, whic...
AbstractBalls and spheres are the simplest modeling primitives after affine ones, which accounts for...
revision de la version de Decembre 2006Given a collection of circles on a sphere, we adapt the Bentl...
We develop exact algorithms for geometric operations on general circles and circular arcs on the sph...
We describe exact representations and algorithms for geometric operations on general circles and cir...
International audienceThis paper presents a CGAL kernel for algorithms manipulating 3D spheres, circ...
AbstractThis paper presents a cgal kernel for algorithms manipulating 3D spheres, circles, and circu...
AbstractWe describe a software package for computing and manipulating the subdivision of a sphere by...
Since the early work of Richard et al., geometric constructions havebeen paramount for the descripti...
. A circle packing is a configuration P of circles realizing a specified pattern of tangencies. We d...
Abstract. Dense packing of equal circles on a sphere is investigated. A systematic algorithm, the Mi...
The concept of layout synthesis of optimal configurations is introduced in the article. Under the ta...
In this paper a complete system of Euclidean invariants is presented to study circular surfaces with...
one of the methods of formation of geometric networks of arches of the same radius using regular sph...
Knowledge about Number Theory and GeometryOnly a few points on a lattice lie exactly on a circle of ...
International audienceBalls and spheres are the simplest modeling primitives after affine ones, whic...
AbstractBalls and spheres are the simplest modeling primitives after affine ones, which accounts for...
revision de la version de Decembre 2006Given a collection of circles on a sphere, we adapt the Bentl...
We develop exact algorithms for geometric operations on general circles and circular arcs on the sph...
We describe exact representations and algorithms for geometric operations on general circles and cir...
International audienceThis paper presents a CGAL kernel for algorithms manipulating 3D spheres, circ...
AbstractThis paper presents a cgal kernel for algorithms manipulating 3D spheres, circles, and circu...
AbstractWe describe a software package for computing and manipulating the subdivision of a sphere by...
Since the early work of Richard et al., geometric constructions havebeen paramount for the descripti...
. A circle packing is a configuration P of circles realizing a specified pattern of tangencies. We d...
Abstract. Dense packing of equal circles on a sphere is investigated. A systematic algorithm, the Mi...
The concept of layout synthesis of optimal configurations is introduced in the article. Under the ta...
In this paper a complete system of Euclidean invariants is presented to study circular surfaces with...
one of the methods of formation of geometric networks of arches of the same radius using regular sph...
Knowledge about Number Theory and GeometryOnly a few points on a lattice lie exactly on a circle of ...