In this paper we study the degree distribution and the two-node degree correlations in growing networks generated via a general linear
preferential attachment of new nodes together with a uniformly random deletion of nodes. By using a continuum approach we show that, under
some suitable combinations of parameters (deletion rate ...»»»»
In this paper we study the degree distribution and the two-node degree correlations in growing networks generated via a general linear
preferential attachment of new nodes together with a uniformly random deletion of nodes. By using a continuum approach we show that, under
some suitable combinations of parameters (deletion rate and node attractiveness), the degree distribution not only loses its scale-free character but
can even be supported on a small range of degrees. Moreover, we obtain new results on two-vertex degree correlations showing that, for degree
distributions with finite variance, such correlations can change under a nonselective removal of nodes.^^^^
Tipus:
Article
Indexació:
Indexat a SCOPUS
Indexat a WOS/JCR
Drets:
(c) Elsevier
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Citació Bibliogràfica:
Garcia Domingo, Josep Lluis, David Juher, and Joan Saldaña Meca. "Degree Correlations in Growing Networks with Deletion of Nodes." Physica D-Nonlinear Phenomena 237.5 (2008): 640-51.