Selected article for: "Poisson process and travel time"

Author: Zhanwei Du; Ling Wang; Simon Cauchemez; Xiaoke Xu; Xianwen Wang; Benjamin J Cowling; Lauren Ancel Meyers
Title: Risk for Transportation of 2019 Novel Coronavirus (COVID-19) from Wuhan to Cities in China
  • Document date: 2020_1_30
  • ID: mbdj3r0m_22
    Snippet: We assume that visitors to Wuhan have the same daily risk for infection as residents of Wuhan and construct a nonhomogeneous Poisson process model ( 18 -20 ) to estimate the exportation of COVID-19 by residents of and travelers to Wuhan. Let W j , t denote the number of Wuhan residents that travel to city j at time t , and M j , t denote the number of travelers from city j to Wuhan at time t. Then, the rate at which infected residents of Wuhan tr.....
    Document: We assume that visitors to Wuhan have the same daily risk for infection as residents of Wuhan and construct a nonhomogeneous Poisson process model ( 18 -20 ) to estimate the exportation of COVID-19 by residents of and travelers to Wuhan. Let W j , t denote the number of Wuhan residents that travel to city j at time t , and M j , t denote the number of travelers from city j to Wuhan at time t. Then, the rate at which infected residents of Wuhan travel to city j at time t is given γ j , t = ξ( t ) × W j , t , and the rate at which travelers from city j get infected in Wuhan and return to their home city while still infected is Ψ j , t = ξ( t ) × M j , t . This model assumes that newly infected visitors to Wuhan will return to their home city while still infectious.

    Search related documents:
    Co phrase search for related documents
    • Try single phrases listed below for: 1