relation: http://eprints.imtlucca.it/2390/
title: Generalized friendship paradox in complex networks: the case of scientific collaboration
creator: Eom, Young-Ho
creator: Jo, Hang-Hyun
subject: HA Statistics
subject: Q Science (General)
subject: QC Physics
subject: Z665 Library Science. Information Science
description: The friendship paradox states that your friends have on average more friends than you have. Does the paradox “hold” for other individual characteristics like income or happiness? To address this question, we generalize the friendship paradox for arbitrary node characteristics in complex networks. By analyzing two coauthorship networks of Physical Review journals and Google Scholar profiles, we find that the generalized friendship paradox (GFP) holds at the individual and network levels for various characteristics, including the number of coauthors, the number of citations, and the number of publications. The origin of the GFP is shown to be rooted in positive correlations between degree and characteristics. As a fruitful application of the GFP, we suggest effective and efficient sampling methods for identifying high characteristic nodes in large-scale networks. Our study on the GFP can shed lights on understanding the interplay between network structure and node characteristics in complex networks.
publisher: Nature Publishing Group
date: 2014-04
type: Article
type: PeerReviewed
format: application/pdf
language: en
rights: cc_by_nd
identifier: http://eprints.imtlucca.it/2390/1/Scient.Rep_Eom_2014.pdf
identifier:   Eom, Young-Ho and Jo, Hang-Hyun  Generalized friendship paradox in complex networks: the case of scientific collaboration.  Scientific Reports, 4.  p. 4603.  ISSN 2045-2322      (2014)  
relation: http://dx.doi.org/10.1038/srep04603
relation: doi:10.1038/srep04603