AbstractWe study rational ruled surfaces and μ-bases which were recently considered in a series of articles by Chen and coworkers. We give short and conceptual proofs with geometric insights and efficient algorithms. In particular, we provide a method to reparameterize an improper parameterization and we also briefly explain how to deal with approximate input data. Finally we provide an algorithmic description of self-intersection loci
We present an algorithm that covers any given rational ruled surface with two rational parametrizati...
This paper presents symbolic algorithms to determine whether a given surface (implicitly or parametr...
The µ-bases of rational curves/surfaces are newly developed tools which play an important role in co...
International audienceWe study rational ruled surfaces and $\mu$-bases which were recently considere...
AbstractChen, Sederberg, and Zheng introduced the notion of a μ-basis for a rational ruled surface i...
AbstractThe μ-basis of a rational ruled surface P(s,t)=P0(s)+tP1(s) is defined in Chen et al. (Compu...
J. Symbolic Comput. 44 (2009), 5, 479—489.International audienceChen, Sederberg, and Zheng introduce...
AbstractThe concept of a μ-basis was introduced in the case of parametrized curves in 1998 and gener...
The rational ruled surface is a typical modeling surface in computer aided geometric design. A rati...
The μ-basis of a rational ruled surface P(s, t) = P0(s +tP1 (s) is defined in Chen et al. (Comput. A...
The algebraic ruled surface is a typical modeling surface in computer aided geometric design. In thi...
AbstractIn this paper a new algorithm for computing the intersection of two rational ruled surfaces,...
International audienceThis paper presents two general and efficient methods for determining intersec...
International audienceThe computation of self-intersection loci of parametrized surfaces is needed f...
The μ-basis is a newly developed algebraic tool in curve and surface representations and it is used ...
We present an algorithm that covers any given rational ruled surface with two rational parametrizati...
This paper presents symbolic algorithms to determine whether a given surface (implicitly or parametr...
The µ-bases of rational curves/surfaces are newly developed tools which play an important role in co...
International audienceWe study rational ruled surfaces and $\mu$-bases which were recently considere...
AbstractChen, Sederberg, and Zheng introduced the notion of a μ-basis for a rational ruled surface i...
AbstractThe μ-basis of a rational ruled surface P(s,t)=P0(s)+tP1(s) is defined in Chen et al. (Compu...
J. Symbolic Comput. 44 (2009), 5, 479—489.International audienceChen, Sederberg, and Zheng introduce...
AbstractThe concept of a μ-basis was introduced in the case of parametrized curves in 1998 and gener...
The rational ruled surface is a typical modeling surface in computer aided geometric design. A rati...
The μ-basis of a rational ruled surface P(s, t) = P0(s +tP1 (s) is defined in Chen et al. (Comput. A...
The algebraic ruled surface is a typical modeling surface in computer aided geometric design. In thi...
AbstractIn this paper a new algorithm for computing the intersection of two rational ruled surfaces,...
International audienceThis paper presents two general and efficient methods for determining intersec...
International audienceThe computation of self-intersection loci of parametrized surfaces is needed f...
The μ-basis is a newly developed algebraic tool in curve and surface representations and it is used ...
We present an algorithm that covers any given rational ruled surface with two rational parametrizati...
This paper presents symbolic algorithms to determine whether a given surface (implicitly or parametr...
The µ-bases of rational curves/surfaces are newly developed tools which play an important role in co...