Degree-dependent and distance-dependent contact rates on geometric networks interpolate between explosive, exponential, and polynomial epidemic growth via simulations and multiscale first-passage percolation proofs.
On closure and factorization properties of subexponential and related distributions.Journal of the Australian Mathematical Society, 29(2):243–256, 1980
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Degree-dependent and distance-dependent contact rates interpolate between explosive, exponential and polynomial epidemic growth
Degree-dependent and distance-dependent contact rates on geometric networks interpolate between explosive, exponential, and polynomial epidemic growth via simulations and multiscale first-passage percolation proofs.