Selected article for: "epidemic model and expected number"
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_63
    Snippet: Finally, the epidemic threshold is found by solving the implicit equation Λ max (Z) = 1. (1)-(7) for each autonomous region in Spain. The solid line is the result of the epidemic model, aggregated by ages, for the number of individuals inside compartments (H+R+D) that corresponds to the expected number of cases (see Figure 1 ), and dots correspond to real cases reported. The number appearing next to the region name corresponds to the Mean Absolu.....
    Document: Finally, the epidemic threshold is found by solving the implicit equation Λ max (Z) = 1. (1)-(7) for each autonomous region in Spain. The solid line is the result of the epidemic model, aggregated by ages, for the number of individuals inside compartments (H+R+D) that corresponds to the expected number of cases (see Figure 1 ), and dots correspond to real cases reported. The number appearing next to the region name corresponds to the Mean Absolute Error (MAE) between the model prediction and the total number of cases.

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