AbstractA new parallel algorithm for updating the minimum spanning tree of an n-vertex graph following the addition of a new vertex is presented. The algorithm runs in O(log n) time using O(n) processors on a concurrent-read-exclusive-write parallel random access machine. The algorithm is superior to previous algorithms on this model, that either obtain O(log n) time performance using O(n2) processors, or employ O(n) processors but have a time complexity of O(log2n)
Let G be a connected, undirected and weighted graph with n vertices and m edges. A most vital edge o...
Computing a spanning tree (ST) and a minimum ST (MST) of a graph are fundamental problems in graph t...
Includes bibliographical references ( leaves 61-64).One way the early use of parallel computers has ...
AbstractA new parallel algorithm for updating the minimum spanning tree of an n-vertex graph followi...
We present a set of rules that can be used to give optimal solutions to the vertex updating problem ...
The vertex updating problem for a minimum spanning tree MST is dened as follows Given a graph G VE...
The vertex updating problem for a minimum spanning tree (MST) is defined as follows: Given a graph G...
The problem of finding the minimal spanning tree on an undirected weighted graph has been investigat...
AbstractThe problem of finding the minimal spanning tree on an undirected weighted graph has been in...
AbstractThis paper presents results which improve the efficiency of parallel algorithms for computin...
In this paper we first give a survey that describes the reductions between several fundamental paral...
We present a new approach to finding minimum spanning trees of weighted undirected graphs on the par...
We present a simple and implementable algorithm that computes a minimum spanning tree of an undirect...
This paper resolves a long-standing open problem on whether the concurrent write capability of paral...
Standard parallel computing operations are considered in the context of algorithms for solving 3D gr...
Let G be a connected, undirected and weighted graph with n vertices and m edges. A most vital edge o...
Computing a spanning tree (ST) and a minimum ST (MST) of a graph are fundamental problems in graph t...
Includes bibliographical references ( leaves 61-64).One way the early use of parallel computers has ...
AbstractA new parallel algorithm for updating the minimum spanning tree of an n-vertex graph followi...
We present a set of rules that can be used to give optimal solutions to the vertex updating problem ...
The vertex updating problem for a minimum spanning tree MST is dened as follows Given a graph G VE...
The vertex updating problem for a minimum spanning tree (MST) is defined as follows: Given a graph G...
The problem of finding the minimal spanning tree on an undirected weighted graph has been investigat...
AbstractThe problem of finding the minimal spanning tree on an undirected weighted graph has been in...
AbstractThis paper presents results which improve the efficiency of parallel algorithms for computin...
In this paper we first give a survey that describes the reductions between several fundamental paral...
We present a new approach to finding minimum spanning trees of weighted undirected graphs on the par...
We present a simple and implementable algorithm that computes a minimum spanning tree of an undirect...
This paper resolves a long-standing open problem on whether the concurrent write capability of paral...
Standard parallel computing operations are considered in the context of algorithms for solving 3D gr...
Let G be a connected, undirected and weighted graph with n vertices and m edges. A most vital edge o...
Computing a spanning tree (ST) and a minimum ST (MST) of a graph are fundamental problems in graph t...
Includes bibliographical references ( leaves 61-64).One way the early use of parallel computers has ...