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Dynamics of Religious Group Growth and Survival

机译:宗教团体增长与生存的动态

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We model and analyze the dynamics of religious group membership and size. A group is distinguished by its strictness, which determines how much time group members are expected to spend contributing to the group. Individuals differ in their rate of return for time spent outside of their religious group. We construct a utility function that individuals attempt to maximize, then find a Nash equilibrium for religious group participation with a heterogeneous population. We then model dynamics of group size by including birth, death, and switching of individuals between groups. Group switching depends on the strictness preferences of individuals and their probability of encountering members of other groups. We show that in the case of only two groupsone with finite strictness and the other with zerothere is a parameter combination that determines whether the nonzero strictness group can survive over time, which is more difficult at higher strictness levels. We also show that a high birth rate can allow even the strictest groups to survive. Finally, we consider cases of several groups, gaining insight into strategic choices of strictness values and displaying the rich behavior of the model.
机译:我们模拟并分析宗教团体成员和规模的动态。一群人的特殊程度,这决定了预计将花费多少时间集团将为本集团提供贡献。个人在宗教团体之外花费的时间差异。我们构建一个效用功能,个人试图最大化,然后找到具有异质人群的宗教团体参与的纳什均衡。然后,我们通过包括分组之间的出生,死亡和转换组的群体大小的模型动态。组转换取决于个人的严格偏好及其遇到其他群体成员的概率。我们表明,在只有两种具有有限严格的群体和Zerothere的情况下是一个参数组合,可以决定非零严格组是否可以在时间上存活,这在更高的严格水平上更困难。我们还表明,高出生率可以甚至可以让最严格的群体生存。最后,我们考虑了几个团体的案例,获得了严格值的战略选择和展示模型的丰富行为的洞察力。

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