Selected article for: "excess degree and vertex excess degree"

Author: Lee, Hyunsun
Title: Stochastic and spatio-temporal analysis of the Middle East Respiratory Syndrome outbreak in South Korea, 2015
  • Document date: 2019_6_14
  • ID: 6cyhjt10_16
    Snippet: where PrðXÞ is the probability density function for a discrete random variable X. The power series (2) converges for 0 z 1 since this series is differentiable and P ∞ x¼0 PrðX ¼ xÞ ¼ 1. The interval ½0; 1 is taken as the domain for GðzÞ since z represents probability. Let q kÀ1 be the probability that a vertex has excess degree ðk À 1Þ and consider the probability generating function of the descendent distribution in terms of q k .....
    Document: where PrðXÞ is the probability density function for a discrete random variable X. The power series (2) converges for 0 z 1 since this series is differentiable and P ∞ x¼0 PrðX ¼ xÞ ¼ 1. The interval ½0; 1 is taken as the domain for GðzÞ since z represents probability. Let q kÀ1 be the probability that a vertex has excess degree ðk À 1Þ and consider the probability generating function of the descendent distribution in terms of q k :

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