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H. Kravitz et al. / IJOCTA, Vol.15, No.4, pp.750-778 (2025)




















                               Figure 7. Effect of traffic reduction on the vertex infection curves.





















































            Figure 8. The empirical cumulative distribution function curves for the original distribution of maximum
            vertex infection versus the distribution with traffic into the cities reduced.


            intra-city infections versus inter-city, represented  The integrand β v S v (t)I v (t) is often called the
            by two of the terms in Equation 2. For each ver-  force of infection. 108  We can compare this to the
            tex, we define the intra-city incidence (those in-  other positive term in Equation 2, the inter-city
            fections arising from interaction between the sus-  incidence (infections coming in from the edges).
            ceptible population and the current infected pop-
            ulation at that vertex) as:
                            Z
                         1    T F
                                 β v S v (t)I v (t) dt.    760
                         N v  0
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