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[igraph] Calculating Q-Spa modularity for spatially embedded networks
From: |
T.O. Richardson |
Subject: |
[igraph] Calculating Q-Spa modularity for spatially embedded networks |
Date: |
Mon, 11 Apr 2011 11:22:12 +0100 |
Dear List,
I am relatively new to network analysis, and the networks I have are not
simple: weighted, dynamic, undirected, and spatially-embedded.
According to this 2010 paper <http://arxiv.org/abs/1012.3409>, the classic
Newman-Girvan modularity provides misleading community detection
classifications when applied to spatially-embedded networks, because focus
constraint and homophily are confounded in space.
So I was wondering (hoping) how easy it would be to implement the Q-spar
modularity measure (equations5-6 in that paper) in R generally (e.g. using
igraph or tnet).
I am no mathematician, but can code OK in R. From the look of equations, I
am guessing that practically it will mean creating another matrix
containing the pairwise distances between nodes, then.. well that's when it
gets fuzzy.
Anyway, all pointers appreciated,
Best
Tom Richardson
-----------------------------------------------
Dept. of Maths and Stats, UWE and Ant Lab, Bristol
Room B79.
SoBS, Woodland Rd. BS8 1UG.
+44 (0)117 928 8443
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- [igraph] Calculating Q-Spa modularity for spatially embedded networks,
T.O. Richardson <=