N
Nicolas Dugué
Researcher at University of Orléans
Publications - 41
Citations - 334
Nicolas Dugué is an academic researcher from University of Orléans. The author has contributed to research in topics: Complex network & Context (language use). The author has an hindex of 8, co-authored 37 publications receiving 268 citations. Previous affiliations of Nicolas Dugué include University of Nantes.
Papers
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Directed Louvain : maximizing modularity in directed networks
Nicolas Dugué,Anthony Perez +1 more
TL;DR: This paper modifications Louvain's algorithm to handle directed networks based on the notion of directed modularity defined by Leicht and Newman, and provides an empirical and theoretical study to show that one should prefer directed modularITY.
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Detecting Real-World Influence through Twitter
TL;DR: An overview of common Twitter features used to characterize such accounts and their activity is proposed, and it is shown that these are inefficient in this context and several Machine Learning approaches based on Natural Language Processing and Social Network Analysis are proposed.
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Social capitalists on Twitter: detection, evolution and behavioral analysis
Nicolas Dugué,Anthony Perez +1 more
TL;DR: This work provides a method to detect social capitalists, a special kind of users in Twitter that act like automatic accounts, and shows that these users form a highly connected group in the network by studying their neighborhoods and their local clustering coefficient.
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A review of features for the discrimination of twitter users: application to the prediction of offline influence
TL;DR: In this article, a wide range of content-based features for predicting online influence of Twitter users is presented. But the authors show that most of these features are not relevant to the offline influence detection problem.
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New efficient clustering quality indexes
TL;DR: New efficient clustering quality indexes relying on feature maximization, which is an alternative measure to usual distributional measures relying on entropy, Chi-square metric or vector-based measures such as Euclidean distance or correlation distance are presented.