作者: Annamaria Barbagallo , Monica-Gabriela Cojocaru
DOI: 10.1080/17513750903398216
关键词: Sequential game 、 Vaccination 、 Stochastic game 、 Variational inequality 、 Parametric statistics 、 Population 、 Group (mathematics) 、 Mathematics 、 Novelty 、 Mathematical economics
摘要: This paper presents a model of dynamic vaccination game in population consisting collection groups, each which holds distinct perceptions vaccinating versus non-vaccinating risks. Vaccination is regarded here as due to the fact that payoff group depends on so-called perceived probability getting infected given certain level vaccine coverage population, generally obtained by decisions other members population. The novelty this resides it describes repeated (over finite time horizon) groups whose sizes vary with time. In particular, proven have solutions using parametric variational inequality approach often employed optimization and network equilibrium problems. Moreover, does not make any assumptions upon but rather computes final ...