Detecting strongly connected components (SCCs) in a directed graph is a fundamental graph analysis algorithm that is used in many sci-ence and engineering domains. Traditional approaches in parallel SCC detection, however, show limited performance and poor scal-ing behavior when applied to large real-world graph instances. In this paper, we investigate the shortcomings of the conventional ap-proach and propose a series of extensions that consider the funda-mental properties of real-world graphs, e.g. the small-world prop-erty. Our scalable implementation offers excellent performance on diverse, small-world graphs resulting in a 5.01x to 29.41x parallel speedup over the optimal sequential algorithm with 16 cores and 32 hardware threads
We present the results of a study comparing three strongly connected components algorithms. The goal...
Computing connected components is a core operation on graph data. Since billion-scale graphs cannot ...
We present two improved versions of Tarjan's algorithm for finding the strongly connected (or s...
Large, complex graphs are increasingly used to represent unstructured data in scientific application...
The main advantages of Tarjan's strongly connected component (SCC) algorithm are its linear time com...
The main advantages of Tarjan's strongly connected component (SCC) algorithm are its linear time com...
A strongly connected component (SCC) is a maximal subgraph of a directed graph G in which every pair...
Abstract. This paper presents the method of a parallel implementation of Tarjan’s algorithm that sol...
Computing connected components (CC) is a core operation on graph data. Since billion-scale graphs ca...
Strongly connected components of a directed graph can be found in an optimal linear time, by algorit...
Finding connected components is a fundamental task in applications dealing with graph analytics, suc...
Strongly connected components of a directed graph can be found in an optimal linear time, by algori...
In this paper, we present an on-line fully dynamic algorithm for maintaining strongly connected comp...
In this paper we study the problem of maintaining the strongly connected components of a graph in th...
As an important branch of big data processing, big graph processing is becoming increasingly popular...
We present the results of a study comparing three strongly connected components algorithms. The goal...
Computing connected components is a core operation on graph data. Since billion-scale graphs cannot ...
We present two improved versions of Tarjan's algorithm for finding the strongly connected (or s...
Large, complex graphs are increasingly used to represent unstructured data in scientific application...
The main advantages of Tarjan's strongly connected component (SCC) algorithm are its linear time com...
The main advantages of Tarjan's strongly connected component (SCC) algorithm are its linear time com...
A strongly connected component (SCC) is a maximal subgraph of a directed graph G in which every pair...
Abstract. This paper presents the method of a parallel implementation of Tarjan’s algorithm that sol...
Computing connected components (CC) is a core operation on graph data. Since billion-scale graphs ca...
Strongly connected components of a directed graph can be found in an optimal linear time, by algorit...
Finding connected components is a fundamental task in applications dealing with graph analytics, suc...
Strongly connected components of a directed graph can be found in an optimal linear time, by algori...
In this paper, we present an on-line fully dynamic algorithm for maintaining strongly connected comp...
In this paper we study the problem of maintaining the strongly connected components of a graph in th...
As an important branch of big data processing, big graph processing is becoming increasingly popular...
We present the results of a study comparing three strongly connected components algorithms. The goal...
Computing connected components is a core operation on graph data. Since billion-scale graphs cannot ...
We present two improved versions of Tarjan's algorithm for finding the strongly connected (or s...