Topology classes with a higher variance in-degree distribution have greater complexity. The same result holds for all orders and sizes considered. Topology classes are described by three groups of num
We model a mobile population interacting over an underlying spatial structure using a Markov movement model. Interactions take the form of public goods games, and can feature an arbitrary group size.
For each network, we show its name and reference; number of nodes () and edges (); mean degree (); degree correlation () [4]; and clustering coefficient () [53], respectively.
We find that the topologies of real world networks, such as those formed within human societies, by the Internet, or among cellular proteins, are dominated by the mode of the interactions considered a