T. Murata. HT '09: Proceedings of the Twentieth ACM Conference on Hypertext and Hypermedia, New York, NY, USA, ACM, (Juli 2009)
Zusammenfassung
Real-world relations are often represented as bipartite networks, such as paper-author networks and event-attendee networks. Extracting dense subnetworks (communities) from bipartite networks and evaluating their qualities are practically important research topics. As the attempts for evaluating divisions of bipartite networks, Guimera and Barber propose bipartite modularities. This paper discusses the properties of these bipartite modularities and proposes another bipartite modularity that allows one-to-many correspondence of communities of different vertex types. Preliminary experimental results for the bipartite modularities are also described.
%0 Conference Paper
%1 murata2009modularities
%A Murata, Tsuyoshi
%B HT '09: Proceedings of the Twentieth ACM Conference on Hypertext and Hypermedia
%C New York, NY, USA
%D 2009
%I ACM
%K ht09 graph bipartite
%T Modularities for Bipartite Networks
%X Real-world relations are often represented as bipartite networks, such as paper-author networks and event-attendee networks. Extracting dense subnetworks (communities) from bipartite networks and evaluating their qualities are practically important research topics. As the attempts for evaluating divisions of bipartite networks, Guimera and Barber propose bipartite modularities. This paper discusses the properties of these bipartite modularities and proposes another bipartite modularity that allows one-to-many correspondence of communities of different vertex types. Preliminary experimental results for the bipartite modularities are also described.
@inproceedings{murata2009modularities,
abstract = {Real-world relations are often represented as bipartite networks, such as paper-author networks and event-attendee networks. Extracting dense subnetworks (communities) from bipartite networks and evaluating their qualities are practically important research topics. As the attempts for evaluating divisions of bipartite networks, Guimera and Barber propose bipartite modularities. This paper discusses the properties of these bipartite modularities and proposes another bipartite modularity that allows one-to-many correspondence of communities of different vertex types. Preliminary experimental results for the bipartite modularities are also described.},
added-at = {2011-01-28T11:33:43.000+0100},
address = {New York, NY, USA},
author = {Murata, Tsuyoshi},
biburl = {https://www.bibsonomy.org/bibtex/297afe0650338d114c45a8b7f33eeeda3/dbenz},
booktitle = {HT '09: Proceedings of the Twentieth ACM Conference on Hypertext and Hypermedia},
interhash = {bddb9e340acd0bac21db3e4e9b682c40},
intrahash = {97afe0650338d114c45a8b7f33eeeda3},
keywords = {ht09 graph bipartite},
month = {July},
paperid = {sp25},
publisher = {ACM},
session = {Short Paper},
timestamp = {2013-07-31T15:39:42.000+0200},
title = {Modularities for Bipartite Networks},
year = 2009
}