New Leslie F, Matthiopoulos Jason, Redpath Stephen, Buckland Stephen T
Centre for Research into Ecological and Environmental Modelling, The Observatory, University of St. Andrews, St. Andrews, Fife KY16 9LZ, Scotland, United Kingdom.
Am Nat. 2009 Sep;174(3):399-412. doi: 10.1086/603625.
There are two postulated causes for the observed periodic fluctuations (cycles) in red grouse (Lagopus lagopus scoticus). The first involves interaction with the parasitic nematode Trichostrongylus tenuis. The second invokes delayed regulation through the effect of male aggressiveness on territoriality. Empirical evidence exists to support both hypotheses, and each hypothesis has been modeled deterministically. However, little effort has gone into looking at the combined effects of the two mechanisms or formally fitting the corresponding models to field data. Here we present a model for red grouse dynamics that includes both parasites and territoriality. To explore the single and combined hypotheses, we specify three versions of this model and fit them to data using Bayesian state-space modeling, a method that allows statistical inference to be performed on mechanistic models such as ours. Output from the three models is then examined to determine their goodness of fit and the biological plausibility of the parameter values required by each to fit the population data. While all three models are capable of emulating the observed cyclic dynamics, only the model including both aggression and parasites does so under consistently realistic parameter values, providing theoretical support for the idea that both mechanisms shape red grouse cycles.
对于观察到的红松鸡(Lagopus lagopus scoticus)种群数量的周期性波动(周期),存在两种推测的原因。第一种涉及与寄生线虫毛圆线虫(Trichostrongylus tenuis)的相互作用。第二种则是通过雄性攻击性对领地行为的影响来引发延迟调节。有实证证据支持这两种假设,并且每种假设都已通过确定性模型进行模拟。然而,很少有人致力于研究这两种机制的综合影响,或者将相应模型正式拟合到实地数据。在此,我们提出一个包含寄生虫和领地行为的红松鸡种群动态模型。为了探究单一和综合假设,我们指定了该模型的三个版本,并使用贝叶斯状态空间建模将它们拟合到数据上,这种方法允许对我们这样的机制模型进行统计推断。然后检查这三个模型的输出,以确定它们的拟合优度以及每个模型拟合种群数据所需参数值的生物学合理性。虽然所有三个模型都能够模拟观察到的周期性动态,但只有包含攻击性和寄生虫的模型在始终现实的参数值下才能做到这一点,为两种机制共同塑造红松鸡种群周期这一观点提供了理论支持。