A bus system that can change dynamically to suit computational needs is referred to as reconfigurable. We present a fast adaptive convex hull algorithm on a twodimensional processor array with a reconfigurable bus system. Specifically, we show that computing the convex hull of a planar set of n points takes O( log n log m ) time on a reconfigurable mesh of size nm \Theta n with 3 m n. Our result implies that the convex hull of n points in the plane can be computed in O(1) time on a reconfigurable mesh of size n 1:5 \Theta n. Index Terms: reconfigurable meshes, bus systems, adaptive algorithms, convex hull, computational geometry. 1 Introduction Recent advances in VLSI have made it possible to build massively parallel machines featur...
There has recently been an interest in the introduction of reconfigurable buses to existing parallel...
We present a novel algorithm to compute the convex hull of a point set in R3 using the graphics proc...
A convex hull is one of the most fundamental and interesting geometric constructs in computational g...
A bus system that can change dynamically to suit computational needs is referred to as reconfigurabl...
[[abstract]]A reconfigurable bus system is a bus system whose configuration is dynamically changeabl...
[[abstract]]The reconfigurable mesh, a parallel system with bus autonomy, can support various interc...
Two counterexamples are presented for a convex hull algorithm running on a mesh connected array of p...
We present a convex hull algorithm that is accelerated on commodity graphics hardware. We analyze an...
In this paper we propose a parallel algorithm in image processing in (1) time, intended for a parall...
We present a convex hull algorithm that is accelerated on commodity graphics hardware. We analyze an...
We present a convex hull algorithm that is accelerated on commodity graphics hardware. We analyze an...
This report presents a novel approach, termed gHull, to compute the convex hull for a given point se...
We present a parallel algorithm for finding the convex hull of a sorted point set. The algorithm run...
[[abstract]]The power of a computation model usually indicates how fast a problem can be solved unde...
We describe a pure divide-and-conquer parallel algorithm for comput-ing 3D convex hulls. We implemen...
There has recently been an interest in the introduction of reconfigurable buses to existing parallel...
We present a novel algorithm to compute the convex hull of a point set in R3 using the graphics proc...
A convex hull is one of the most fundamental and interesting geometric constructs in computational g...
A bus system that can change dynamically to suit computational needs is referred to as reconfigurabl...
[[abstract]]A reconfigurable bus system is a bus system whose configuration is dynamically changeabl...
[[abstract]]The reconfigurable mesh, a parallel system with bus autonomy, can support various interc...
Two counterexamples are presented for a convex hull algorithm running on a mesh connected array of p...
We present a convex hull algorithm that is accelerated on commodity graphics hardware. We analyze an...
In this paper we propose a parallel algorithm in image processing in (1) time, intended for a parall...
We present a convex hull algorithm that is accelerated on commodity graphics hardware. We analyze an...
We present a convex hull algorithm that is accelerated on commodity graphics hardware. We analyze an...
This report presents a novel approach, termed gHull, to compute the convex hull for a given point se...
We present a parallel algorithm for finding the convex hull of a sorted point set. The algorithm run...
[[abstract]]The power of a computation model usually indicates how fast a problem can be solved unde...
We describe a pure divide-and-conquer parallel algorithm for comput-ing 3D convex hulls. We implemen...
There has recently been an interest in the introduction of reconfigurable buses to existing parallel...
We present a novel algorithm to compute the convex hull of a point set in R3 using the graphics proc...
A convex hull is one of the most fundamental and interesting geometric constructs in computational g...