Add to ORKGInternational audienceWe present three symbolic–numeric techniques for computing the in- tersection and self–intersection curve(s) of two Bézier surface patches of bidegree (2,2). In particular, we discuss algorithms, implementation, illustrative examples and provide a comparison of the methods
Surfaces of revolution belong to an important class of geometric models with simpler shape character...
This dissertation presents techniques to effectively compute Boolean combinations of solids whose bo...
Given two curves in the projective space, either implicitly or by a parameterization, we want to che...
International audienceThe computation of intersection and self-intersection loci of parameterized su...
Computing the intersection curve of two surfaces is a fundamental problem in many areas, such as the...
AbstractWe provide a geometric study of the problem of finding and describing the double point locus...
International audienceThe intersection curve of two parameterized surfaces is characterized by 3 eq...
In this article the authors explain the computational requirement and accuracy of two methods for fi...
AbstractIn this paper a new algorithm for computing the intersection of two rational ruled surfaces,...
The determination of the intersection curve between Bézier Surfaces may be seen as the composition o...
Solid objects shape modelling is a basic sight of CAD. The shape of a solid is usually defined by as...
Two methods are outlined for imposing interpatch curvature continuity in existing Bezier bicubic pat...
Toruses and double spheres are particular cases of Dupin cyclides. In this paper, we study the conve...
AbstractA formula is presented for describing triangular subpatches of rectangular Bézier surfaces. ...
Mutual conversions between triangular and quadrilateral meshes need the same degree of both diagonal...
Surfaces of revolution belong to an important class of geometric models with simpler shape character...
This dissertation presents techniques to effectively compute Boolean combinations of solids whose bo...
Given two curves in the projective space, either implicitly or by a parameterization, we want to che...
International audienceThe computation of intersection and self-intersection loci of parameterized su...
Computing the intersection curve of two surfaces is a fundamental problem in many areas, such as the...
AbstractWe provide a geometric study of the problem of finding and describing the double point locus...
International audienceThe intersection curve of two parameterized surfaces is characterized by 3 eq...
In this article the authors explain the computational requirement and accuracy of two methods for fi...
AbstractIn this paper a new algorithm for computing the intersection of two rational ruled surfaces,...
The determination of the intersection curve between Bézier Surfaces may be seen as the composition o...
Solid objects shape modelling is a basic sight of CAD. The shape of a solid is usually defined by as...
Two methods are outlined for imposing interpatch curvature continuity in existing Bezier bicubic pat...
Toruses and double spheres are particular cases of Dupin cyclides. In this paper, we study the conve...
AbstractA formula is presented for describing triangular subpatches of rectangular Bézier surfaces. ...
Mutual conversions between triangular and quadrilateral meshes need the same degree of both diagonal...
Surfaces of revolution belong to an important class of geometric models with simpler shape character...
This dissertation presents techniques to effectively compute Boolean combinations of solids whose bo...
Given two curves in the projective space, either implicitly or by a parameterization, we want to che...