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Autor:
Candela, Julián David
A soft random graph $G(n,r,p)$ can be obtained from the random geometric graph $G(n,r)$ by keeping every edge in $G(n,r)$ with probability $p$. This random graph is a particular case of the soft random graph model introduced by Penrose, in which the
Externí odkaz:
http://arxiv.org/abs/2311.13034
Autor:
Candela, Julián David
A soft random graph $G(n,r,p)$ can be obtained from the random geometric graph $G(n,r)$ by keeping every edge in $G(n,r)$ with probability $p$. The soft random simplicial complexes is a model for random simplicial complexes built over the soft random
Externí odkaz:
http://arxiv.org/abs/2311.10625