Author: Alex Arenas; Wesley Cota; Jesus Gomez-Gardenes; Sergio Gómez; Clara Granell; Joan T. Matamalas; David Soriano-Panos; Benjamin Steinegger
Title: A mathematical model for the spatiotemporal epidemic spreading of COVID19 Document date: 2020_3_23
ID: knt1f78p_52
Snippet: These tensors encode the four different ways in which the epidemic interactions may take place: individuals belonging to the same patch i = j and not moving (M 1 ); interaction in the patch of i with individuals coming from patch j (M 2 ); interaction in the patch of j with individuals coming from patch i (M 3 ); and individuals from i and j interacting at any other patch k (M 4 )......
Document: These tensors encode the four different ways in which the epidemic interactions may take place: individuals belonging to the same patch i = j and not moving (M 1 ); interaction in the patch of i with individuals coming from patch j (M 2 ); interaction in the patch of j with individuals coming from patch i (M 3 ); and individuals from i and j interacting at any other patch k (M 4 ).
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