Skip to main content
Fig. 8 | Applied Network Science

Fig. 8

From: Critical behavior of spatial networks as a model of paracrine signaling in tumorigenesis

Fig. 8

Complement of Cumulative Distribution Function for node degree (1−CDF(k)), plotted on a logarithmic scale. The graphs are generated according to Eq. (2) on the left hand side, and using the constrained attachment probability in Eq. (27) with a top capacity of c=50. All graphs are generated with a valence of m=2 and arrested at t=2000. The distribution for the constrained model demonstrates how a top constraint effectively flattens the scale free distribution to a uniform one with the presence of a maximum value of k=c. a Logarithmic complement cumulative degree distribution, unconstrained, t=2000. b Logarithmic complement cumulative degree distribution, constrained to c=50 at t=2000

Back to article page