2017
DOI: 10.1016/j.ejor.2017.04.028
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Higher order assortativity in complex networks

Abstract: Assortativity was first introduced by Newman and has been extensively studied and applied to many real world networked systems since then. Assortativity is a graph metrics and describes the tendency of high degree nodes to be directly connected to high degree nodes and low degree nodes to low degree nodes. It can be interpreted as a first order measure of the connection between nodes, i.e. the first autocorrelation of the degree-degree vector. Even though assortativity has been used so extensively, to the auth… Show more

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Cited by 26 publications
(18 citation statements)
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“…This shift can be explained again by the impact of the large number of uncategorised nodes. f An alternative strategy to go beyond first order neighbours in the computation of assortativity has been recently proposed by [54]. g The distance between nodes in a network is defined as the length of the shortest directed path connecting two nodes, where a path is a sequence of links.…”
Section: C8 Models Training and Hyper-parameter Optimisationmentioning
confidence: 99%
“…This shift can be explained again by the impact of the large number of uncategorised nodes. f An alternative strategy to go beyond first order neighbours in the computation of assortativity has been recently proposed by [54]. g The distance between nodes in a network is defined as the length of the shortest directed path connecting two nodes, where a path is a sequence of links.…”
Section: C8 Models Training and Hyper-parameter Optimisationmentioning
confidence: 99%
“…For example, the level of herd behavior among mutual funds increases during high periods of volatility and price downturns [39], precisely when financial shocks disturb the markets. An alternative to study the problem of herding could consider a more detailed analysis of the assortativity of the bipartite network of funds and stocks when considering higher order assortativity measures that could describe new topological characteristics of the network [49].…”
Section: Bipartite Networkmentioning
confidence: 99%
“…4 An alternative strategy to go beyond first order neighbours in the computation of assortativity has been recently proposed by [Arcagni et al, 2017].…”
Section: Assortative Mixing Of Riskmentioning
confidence: 99%