Centrality indices are an essential concept in network analysis. For those based on shortest-path distances the computation is at least quadratic in the number of nodes, since it usually involves solving the single-source shortest-paths (SSSP) problem from every node. Therefore, exact computation is infeasible for many large networks of interest today. Centrality scores can be estimated, however, from a limited number of SSSP computations. We present results from an experimental study of the quality of such estimates under various selection strategies for the source vertices
This paper discusses fast parallel algorithms for evaluating several centrality indices frequently u...
The spanning centrality of an edge e in an undirected graph G is the fraction of the spanning trees ...
This paper discusses fast parallel algorithms for evaluating several centrality indices frequently u...
Centrality indices are an essential concept in network analysis. For those based on shortest-path di...
An important problem in network analysis is understanding how much nodes are important in order to “...
In network analysis, it is useful to identify important vertices in a network. Based on the varying ...
Centrality indices are an important tool in network analysis, and many of them are derived from the ...
International audienceWe show that prominent centrality measures in network analysis are all based o...
Network-analysis literature is rich in node-centrality measures that quantify the centrality of a no...
In complex network analysis it is essential to investigate the alteration of network structures that...
Abstract—Estimating influential nodes in large scale networks including but not limited to social ne...
International audienceUnderstanding the network structure, and finding out the influential nodes is ...
The analysis of network’s centralities has a high-level significance for many real-world applicatio...
Social networks are nowadays a key factor shaping the way people interacting with each other. Theref...
Evaluating influential nodes is one of the fundamental problems in large scale networks having wide ...
This paper discusses fast parallel algorithms for evaluating several centrality indices frequently u...
The spanning centrality of an edge e in an undirected graph G is the fraction of the spanning trees ...
This paper discusses fast parallel algorithms for evaluating several centrality indices frequently u...
Centrality indices are an essential concept in network analysis. For those based on shortest-path di...
An important problem in network analysis is understanding how much nodes are important in order to “...
In network analysis, it is useful to identify important vertices in a network. Based on the varying ...
Centrality indices are an important tool in network analysis, and many of them are derived from the ...
International audienceWe show that prominent centrality measures in network analysis are all based o...
Network-analysis literature is rich in node-centrality measures that quantify the centrality of a no...
In complex network analysis it is essential to investigate the alteration of network structures that...
Abstract—Estimating influential nodes in large scale networks including but not limited to social ne...
International audienceUnderstanding the network structure, and finding out the influential nodes is ...
The analysis of network’s centralities has a high-level significance for many real-world applicatio...
Social networks are nowadays a key factor shaping the way people interacting with each other. Theref...
Evaluating influential nodes is one of the fundamental problems in large scale networks having wide ...
This paper discusses fast parallel algorithms for evaluating several centrality indices frequently u...
The spanning centrality of an edge e in an undirected graph G is the fraction of the spanning trees ...
This paper discusses fast parallel algorithms for evaluating several centrality indices frequently u...