This paper deals with a new deterministic algorithm for finding intersecting pairs from a given set of N segments in the plane. The algorithm is asymptotically optimal and has time and space complexity O(AJ log N+ K) and 0 ( IV) respectively, where K is the number of intersect-ing pairs. The algorithm may be used for finding inter-sections not only line segments but also curve segments
We investigate how to report all k intersecting pairs among a collection of n x-monotone curve segm...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...
Abstract: This paper deals with a new algorithm for finding intersecting pairs from given...
We present a new simple algorithm for computing all intersections between two collections of disjoin...
In this thesis we describe a new algorithm, SPAGHETTISWEEP, for solving the red-blue line segment i...
Let E-r and E-b be two sets of x -monotone and non-intersecting curve segments, E = E-r boolean OR E...
AbstractLet Er and Eb be two sets of x-monotone and non-intersecting curve segments, E=Er∪Eb and |E|...
金沢大学This paper presents an efficient algorithm for reporting all intersections among n given segment...
AbstractThis paper partly settles the following question: Is it possible to compute all k intersecti...
We describe a new method for decomposing planar sets of segments and points. Using this method we ob...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...
AbstractWe present a space-efficient algorithm for reporting all k intersections induced by a set of...
We consider segment intersection searching amidst (possibly intersecting) algebraic arcs in the plan...
AbstractWe investigate how to report all k intersecting pairs among a collection of n x-monotone cur...
We investigate how to report all k intersecting pairs among a collection of n x-monotone curve segm...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...
Abstract: This paper deals with a new algorithm for finding intersecting pairs from given...
We present a new simple algorithm for computing all intersections between two collections of disjoin...
In this thesis we describe a new algorithm, SPAGHETTISWEEP, for solving the red-blue line segment i...
Let E-r and E-b be two sets of x -monotone and non-intersecting curve segments, E = E-r boolean OR E...
AbstractLet Er and Eb be two sets of x-monotone and non-intersecting curve segments, E=Er∪Eb and |E|...
金沢大学This paper presents an efficient algorithm for reporting all intersections among n given segment...
AbstractThis paper partly settles the following question: Is it possible to compute all k intersecti...
We describe a new method for decomposing planar sets of segments and points. Using this method we ob...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...
AbstractWe present a space-efficient algorithm for reporting all k intersections induced by a set of...
We consider segment intersection searching amidst (possibly intersecting) algebraic arcs in the plan...
AbstractWe investigate how to report all k intersecting pairs among a collection of n x-monotone cur...
We investigate how to report all k intersecting pairs among a collection of n x-monotone curve segm...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...
For a set S of n line segments in the plane, we give the first work-optimal deterministic parallel a...