Formalization of Kruskal’s algorithm for constructing a minimal spanning tree of an undirected graph using mathematical means of V.M. Glushkov’s algorithmic algebras modified systems is done. The conception of its paralleling for shared memory computer systems architectures is proposed. A set of algorithm investigations is conducted and its temporal characteristics are formed. Recommendations of algorithm usage for applied tasks solving are provided
Abstract. The goal of this paper is to point out that analyses of parallelism in computational probl...
Coursebooks discussing graph algorithms usually have a chapter on mini-mum spanning trees. It usuall...
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 ...
This report records the author’s work during the project’s period. This project will study paral...
Kruskal’s Algorithm is an algorithm used to find the minimum spanning tree in graphical connectivity...
Graphs are widely used in manyapplications. Some of the applications that usedgraph theory are: anal...
This report discusses shared memory parallel algorithms. It explains the benefits and difficulties o...
In last decade, application developers attained improved performances by merely employing the machin...
Computing the minimum spanning tree of the graph is one of the fundamental computational problems. I...
In this thesis we examine three problems in graph theory and propose efficient parallel algorithms f...
The Block Distributed Memory (BDM) model is a parallel computation model that captures the performan...
The Euclidean minimum spanning tree for a set of points is the shortest tree connecting all the poin...
The base concepts and theorems of the Graph Theory and related Graph Algorithms are taught in the co...
[[abstract]]A processor array with reconfigurable bus system (abbreviated to PARBS) is a parallel co...
Abstract. The goal of this paper is to point out that analyses of parallelism in computational probl...
Coursebooks discussing graph algorithms usually have a chapter on mini-mum spanning trees. It usuall...
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 ...
This report records the author’s work during the project’s period. This project will study paral...
Kruskal’s Algorithm is an algorithm used to find the minimum spanning tree in graphical connectivity...
Graphs are widely used in manyapplications. Some of the applications that usedgraph theory are: anal...
This report discusses shared memory parallel algorithms. It explains the benefits and difficulties o...
In last decade, application developers attained improved performances by merely employing the machin...
Computing the minimum spanning tree of the graph is one of the fundamental computational problems. I...
In this thesis we examine three problems in graph theory and propose efficient parallel algorithms f...
The Block Distributed Memory (BDM) model is a parallel computation model that captures the performan...
The Euclidean minimum spanning tree for a set of points is the shortest tree connecting all the poin...
The base concepts and theorems of the Graph Theory and related Graph Algorithms are taught in the co...
[[abstract]]A processor array with reconfigurable bus system (abbreviated to PARBS) is a parallel co...
Abstract. The goal of this paper is to point out that analyses of parallelism in computational probl...
Coursebooks discussing graph algorithms usually have a chapter on mini-mum spanning trees. It usuall...
Computing a spanning tree (ST) and a minimum ST (MST) of a graph are fundamental problems in graph t...