Title
Scalable and parallelizable processing of influence maximization for large-scale social networks?
Abstract
As social network services connect people across the world, influence maximization, i.e., finding the most influential nodes (or individuals) in the network, is being actively researched with applications to viral marketing. One crucial challenge in scalable influence maximization processing is evaluating influence, which is #P-hard and thus hard to solve in polynomial time. We propose a scalable influence approximation algorithm, Independent Path Algorithm (IPA) for Independent Cascade (IC) diffusion model. IPA efficiently approximates influence by considering an independent influence path as an influence evaluation unit. IPA are also easily parallelized by simply adding a few lines of OpenMP meta-programming expressions. Also, overhead of maintaining influence paths in memory is relieved by safely throwing away insignificant influence paths. Extensive experiments conducted on large-scale real social networks show that IPA is an order of magnitude faster and uses less memory than the state of the art algorithms. Our experimental results also show that parallel versions of IPA speeds up further as the number of CPU cores increases, and more speed-up is achieved for larger datasets. The algorithms have been implemented in our demo application for influence maximization (available at http://dm.postech.ac.kr/ipa demo), which efficiently finds the most influential nodes in a social network.
Year
DOI
Venue
2013
10.1109/ICDE.2013.6544831
ICDE
Keywords
DocType
Citations 
social network,large-scale social network,large-scale real social network,insignificant influence path,influence path,influence maximization,influential node,influence evaluation unit,scalable influence maximization processing,scalable influence approximation algorithm,independent influence path,parallelizable processing
Conference
5
PageRank 
References 
Authors
0.56
0
3
Name
Order
Citations
PageRank
Hwanjo Yu11715114.02
Seung-Keol Kim2100.96
Jin-ha Kim332918.78