ABSTRACT
What do graphs look like? How do they evolve over time?
How does influence/news/viruses propagate, over time?
We present a long list of static and temporal laws,
and some recent observations on real graphs.
We show that fractals and self-similarity can explain
several of the observed patterns,
and we conclude with cascade analysis and a surprising
result on virus propagation and immunization.
FOILS and VIDEO
Last edited: Aug. 10, 2014, by Christos Faloutsos