Author: Alex Arenas; Wesley Cota; Jesus Gomez-Gardenes; Sergio Gomez; Clara Granell; Joan T. Matamalas; David Soriano-Panos; Benjamin Steinegger
Title: Derivation of the effective reproduction number R for COVID-19 in relation to mobility restrictions and confinement Document date: 2020_4_8
ID: nyjjaasw_180
Snippet: We can extend this approach to include both the temporal dependence and the heterogeneity of contacts induced by daily commuting patterns, making use of all the probabilities provided by our model equations. Moreover, here we aim at studying the temporal evolution of the effective reproduction number beyond the early stage of the disease. In this sense, we define the reproduction number of patch i and age group g as the number of infections obser.....
Document: We can extend this approach to include both the temporal dependence and the heterogeneity of contacts induced by daily commuting patterns, making use of all the probabilities provided by our model equations. Moreover, here we aim at studying the temporal evolution of the effective reproduction number beyond the early stage of the disease. In this sense, we define the reproduction number of patch i and age group g as the number of infections observed if we seed an infected individual in the aforementioned patch and age group [14] . This involves considering that this infected individual, with residence in patch i, may commute to patch j, where it will be able to contact and infect susceptible individuals coming from any other patch k.
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