AbstractThis paper presents a randomized parallel algorithm for computing planar Voronoi diagrams of n point sites according to symmetric convex distance functions. This algorithm uses, with high probability, O(nlog(n)/p) local computation time and O(n/p) space on the processors plus time for O(1) communication rounds on a coarse grained multicomputer with p processors
We show that the abstract Voronoi diagram of n sites in the plane can be constructed in time O(n log...
AbstractWe present a parallel algorithm for the Voronoi diagram of the set of vertices of a convex p...
In this note we describe deterministic parallel algorithms for planar point location and for buildin...
AbstractThis paper presents a randomized parallel algorithm for computing planar Voronoi diagrams of...
The ability to manipulate objects in computer graphics and robotics depends critically on fast and f...
In this paper, we present an optimal parallel randomized algorithm for the Voronoi diagram of a set ...
In this paper, we present an optimal parallel randomized algorithm for the Voronoi diagram of a set ...
AbstractWe present the first optimal parallel algorithm to compute the Voronoi diagram in the rectil...
In this paper, we present an optimal parallel randomized algorithm for the Voronoi diagram of a set ...
Given a set of n sites in the plane, the order-k Voronoi diagram is a planar subdivision such that a...
Abstract—We study Voronoi diagrams for distance functions that add together two convex functions, ea...
Computational Geometry is a subfield of Algorithm Design and Analysis with a focus on the design and...
The Voronoi diagram is a certain geometric data structure which has numerous applications in various...
The Hilbert metric is a distance function defined for points lying within a convex body. It generali...
We show that the abstract Voronoi diagram of n sites in the plane can be constructed in time O(n log...
We show that the abstract Voronoi diagram of n sites in the plane can be constructed in time O(n log...
AbstractWe present a parallel algorithm for the Voronoi diagram of the set of vertices of a convex p...
In this note we describe deterministic parallel algorithms for planar point location and for buildin...
AbstractThis paper presents a randomized parallel algorithm for computing planar Voronoi diagrams of...
The ability to manipulate objects in computer graphics and robotics depends critically on fast and f...
In this paper, we present an optimal parallel randomized algorithm for the Voronoi diagram of a set ...
In this paper, we present an optimal parallel randomized algorithm for the Voronoi diagram of a set ...
AbstractWe present the first optimal parallel algorithm to compute the Voronoi diagram in the rectil...
In this paper, we present an optimal parallel randomized algorithm for the Voronoi diagram of a set ...
Given a set of n sites in the plane, the order-k Voronoi diagram is a planar subdivision such that a...
Abstract—We study Voronoi diagrams for distance functions that add together two convex functions, ea...
Computational Geometry is a subfield of Algorithm Design and Analysis with a focus on the design and...
The Voronoi diagram is a certain geometric data structure which has numerous applications in various...
The Hilbert metric is a distance function defined for points lying within a convex body. It generali...
We show that the abstract Voronoi diagram of n sites in the plane can be constructed in time O(n log...
We show that the abstract Voronoi diagram of n sites in the plane can be constructed in time O(n log...
AbstractWe present a parallel algorithm for the Voronoi diagram of the set of vertices of a convex p...
In this note we describe deterministic parallel algorithms for planar point location and for buildin...