Connected-component labeling is a key step in a wide-range of applications, such as community detection in social networks and coherent structure identification in massively-parallel scientific simulations. There have been several distributed-memory connected-component algorithms described in literature; however, little has been done regarding their scalability analysis. We present theoretical and experimental results for five algorithms: three that are direct implementations of previous approaches, one that is an implementation of a previous approach that is optimized to reduce communication, and one that is a novel approach based on graph contraction. Under weak scaling and for certain classes of graphs, the graph contraction algorithm sc...
In this paper we present an overview of the historical evolution of connected component labeling alg...
Taking advantage of the topological and isotopic properties of binary digital images, we present her...
Abstract-This paper describes a novel approach to the connected component labeling problem, derived ...
This paper presents two new strategies that can be used to greatly improve the speed of connected c...
This paper presents two new strategies to speed up connected component labeling algorithms. The fir...
Abstract—Optimizing connected component labeling is cur-rently a very active research field. Some te...
Optimizing connected component labeling is currently a very active research field. Some teams claim ...
In this paper, we describe an implementation of the connected components algorithm on a distributed ...
An important task in image processing is the labelling of connected components, which is a basic seg...
We present new concurrent labeling algorithms for finding connected components, and we study their t...
Finding connected components is a fundamental task in applications dealing with graph analytics, suc...
We empirically investigate algorithms for solving Connected Components in the external memory model....
Problem statement: Many approaches have been proposed in previous such as the classic sequential con...
Computing connected components (CC) is a core operation on graph data. Since billion-scale graphs ca...
In this paper, we present an on-line fully dynamic algorithm for maintaining strongly connected comp...
In this paper we present an overview of the historical evolution of connected component labeling alg...
Taking advantage of the topological and isotopic properties of binary digital images, we present her...
Abstract-This paper describes a novel approach to the connected component labeling problem, derived ...
This paper presents two new strategies that can be used to greatly improve the speed of connected c...
This paper presents two new strategies to speed up connected component labeling algorithms. The fir...
Abstract—Optimizing connected component labeling is cur-rently a very active research field. Some te...
Optimizing connected component labeling is currently a very active research field. Some teams claim ...
In this paper, we describe an implementation of the connected components algorithm on a distributed ...
An important task in image processing is the labelling of connected components, which is a basic seg...
We present new concurrent labeling algorithms for finding connected components, and we study their t...
Finding connected components is a fundamental task in applications dealing with graph analytics, suc...
We empirically investigate algorithms for solving Connected Components in the external memory model....
Problem statement: Many approaches have been proposed in previous such as the classic sequential con...
Computing connected components (CC) is a core operation on graph data. Since billion-scale graphs ca...
In this paper, we present an on-line fully dynamic algorithm for maintaining strongly connected comp...
In this paper we present an overview of the historical evolution of connected component labeling alg...
Taking advantage of the topological and isotopic properties of binary digital images, we present her...
Abstract-This paper describes a novel approach to the connected component labeling problem, derived ...