International audienceWe present a general purpose code analyzer and generator for filtered predicates, which are critical for geometric algorithms. While there already exist such code generators, our contribution is to generate ”almost static filters”, a type of filter which could not be generated previously. The generated and safe filtered predicates are almost as fast as their inexact floating point counterparts, in most cases
AbstractThis paper concerns a robust algorithm for the 2D orientation problem which is one of the ba...
Fast C implementations of four geometric predicates, the 2D and 3D orientation and incircle tests, a...
Abstract Exact computer arithmetic has a variety of uses, including the robust implementation of geo...
International audienceFloating-point arithmetic provides a fast but inexact way of computing geometr...
International audienceFloating-point arithmetic provides a fast but inexact way of computing geometr...
Geometric predicates are at the core of many algorithms, such as the construction of Delaunay triang...
Geometric predicates are at the core of many algorithms, such as the construction of Delaunay triang...
International audienceWe discuss floating-point filters as a means of restricting the precision needed...
Algorithms in Computational Geometry and Computer Aided Design are often developed for the Real RAM ...
Algorithms in Computational Geometry and Computer Aid-ed Design are often developed for the Real RAM...
AbstractWe introduce a new and simple filtering technique that can be used in the implementation of ...
Abstract. Floating-point arithmetic provides a fast but inexact way of computing geometric predicate...
In this thesis, we define efficient and generic methods in order to solve the robustness problems th...
International audienceIn this article, I focus on the robustness of geometric programs (e.g., De-lau...
Geometric predicates are used in many GIS algorithms, such as the construction of Delaunay Triangula...
AbstractThis paper concerns a robust algorithm for the 2D orientation problem which is one of the ba...
Fast C implementations of four geometric predicates, the 2D and 3D orientation and incircle tests, a...
Abstract Exact computer arithmetic has a variety of uses, including the robust implementation of geo...
International audienceFloating-point arithmetic provides a fast but inexact way of computing geometr...
International audienceFloating-point arithmetic provides a fast but inexact way of computing geometr...
Geometric predicates are at the core of many algorithms, such as the construction of Delaunay triang...
Geometric predicates are at the core of many algorithms, such as the construction of Delaunay triang...
International audienceWe discuss floating-point filters as a means of restricting the precision needed...
Algorithms in Computational Geometry and Computer Aided Design are often developed for the Real RAM ...
Algorithms in Computational Geometry and Computer Aid-ed Design are often developed for the Real RAM...
AbstractWe introduce a new and simple filtering technique that can be used in the implementation of ...
Abstract. Floating-point arithmetic provides a fast but inexact way of computing geometric predicate...
In this thesis, we define efficient and generic methods in order to solve the robustness problems th...
International audienceIn this article, I focus on the robustness of geometric programs (e.g., De-lau...
Geometric predicates are used in many GIS algorithms, such as the construction of Delaunay Triangula...
AbstractThis paper concerns a robust algorithm for the 2D orientation problem which is one of the ba...
Fast C implementations of four geometric predicates, the 2D and 3D orientation and incircle tests, a...
Abstract Exact computer arithmetic has a variety of uses, including the robust implementation of geo...