Selected article for: "average epidemic size and epidemic size"

Author: Zhang, Hai-Feng; Yang, Zimo; Wu, Zhi-Xi; Wang, Bing-Hong; Zhou, Tao
Title: Braess's Paradox in Epidemic Game: Better Condition Results in Less Payoff
  • Document date: 2013_11_21
  • ID: kex0dq57_17
    Snippet: where s i means the strategy of i, P i is i's payoff in the last season, and the parameter k . 0 characterizes the strength of selection: smaller k means that individuals are less responsive to payoff difference. After the moment all individuals have decided their strategies (and thus their roles in the epidemic spreading are also decided), a new season starts. Without specific statement, we use the average epidemic size R ' over many epidemic se.....
    Document: where s i means the strategy of i, P i is i's payoff in the last season, and the parameter k . 0 characterizes the strength of selection: smaller k means that individuals are less responsive to payoff difference. After the moment all individuals have decided their strategies (and thus their roles in the epidemic spreading are also decided), a new season starts. Without specific statement, we use the average epidemic size R ' over many epidemic seasons after the system becomes statistically stable to quantify the severity of the epidemic.

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