Abstract. In this paper we deal with the problem of finding an optimal query execution plan in database systems. We improve the analysis of a polynomial-time approximation algorithm due to Makino et al. for designing query execution plans with almost optimal number of parallel steps. This algorithm is based on the concept of edge ranking of graphs. We use a new upper bound for the edge ranking number of a tree to derive a better approximation ratio for this algorithm. We also present some experimental results obtained during the tests of the algorithm on random graphs in order to compare the quality of both approximation ratios on average. Both theoretical analysis and experimental results indicate the superiority of our approach.
The problem of optimal query processing in distributed database systems was shown to be NP-hard. Thi...
AbstractIn this paper we consider the edge ranking problem of weighted trees. We prove that a specia...
Given a tree, finding an optimal node ranking and finding an optimal edge ranking are interesting co...
Abstract. In this paper we deal with the problem of finding an optimal query execution plan in datab...
AbstractA k-edge ranking of an undirected graph is a labeling of the edges of the graph with integer...
Vertex ranking has many practical applications, ranging from VLSI layout and sparse matrix factoriza...
Vertex ranking has many practical applications, ranging from VLSI layout and sparse matrix factoriza...
An edge ranking of a graph is a labeling of edges using positive integers such that all paths connec...
AbstractA ranking of a graph G is a mapping, ρ, from the vertices of G to the natural numbers such t...
Global query execution in a multidatabase system can be done parallelly, as all the local databases ...
An edge ranking of a graph is a restricted coloring of the edges with integers. It requires that eve...
In this paper we present a new framework for studying parallel query optimization. We first note tha...
AbstractAn edge ranking of a graph is a restricted coloring of the edges with integers. It requires ...
PageRank is the measure of importance of a node within a set of nodes. It was originally developed f...
Abstract: In this paper we consider the edge ranking problem of weighted trees. We prove that a spec...
The problem of optimal query processing in distributed database systems was shown to be NP-hard. Thi...
AbstractIn this paper we consider the edge ranking problem of weighted trees. We prove that a specia...
Given a tree, finding an optimal node ranking and finding an optimal edge ranking are interesting co...
Abstract. In this paper we deal with the problem of finding an optimal query execution plan in datab...
AbstractA k-edge ranking of an undirected graph is a labeling of the edges of the graph with integer...
Vertex ranking has many practical applications, ranging from VLSI layout and sparse matrix factoriza...
Vertex ranking has many practical applications, ranging from VLSI layout and sparse matrix factoriza...
An edge ranking of a graph is a labeling of edges using positive integers such that all paths connec...
AbstractA ranking of a graph G is a mapping, ρ, from the vertices of G to the natural numbers such t...
Global query execution in a multidatabase system can be done parallelly, as all the local databases ...
An edge ranking of a graph is a restricted coloring of the edges with integers. It requires that eve...
In this paper we present a new framework for studying parallel query optimization. We first note tha...
AbstractAn edge ranking of a graph is a restricted coloring of the edges with integers. It requires ...
PageRank is the measure of importance of a node within a set of nodes. It was originally developed f...
Abstract: In this paper we consider the edge ranking problem of weighted trees. We prove that a spec...
The problem of optimal query processing in distributed database systems was shown to be NP-hard. Thi...
AbstractIn this paper we consider the edge ranking problem of weighted trees. We prove that a specia...
Given a tree, finding an optimal node ranking and finding an optimal edge ranking are interesting co...