Am Nat. 2024 Jan;203(1):43-54. doi: 10.1086/727470. Epub 2023 Nov 10.
AbstractPrevious host-parasite coevolutionary theory has focused on understanding the determinants of local adaptation using spatially discrete models. However, these studies fall short of describing patterns of host-parasite local adaptation across spatial scales. In contrast, empirical work demonstrates that patterns of adaptation depend on the scale at which they are measured. Here, we propose a mathematical model of host-parasite coevolution in continuous space that naturally leads to a scale-dependent definition of local adaptation. In agreement with empirical research, we find that patterns of adaptation vary across spatial scales. In some cases, not only the magnitude of local adaptation but also the identity of the locally adapted species will depend on the spatial scale at which measurements are taken. Building on our results, we suggest a way to consistently measure parasite local adaptation when continuous space is the driver of cross-scale variation. We also describe a way to test whether continuous space is driving cross-scale variation. Taken together, our results provide a new perspective that can be used to understand empirical observations previously unexplained by theoretical expectations and deepens our understanding of the mechanics of host-parasite local adaptation.
摘要 先前的宿主-寄生虫协同进化理论主要集中于利用空间离散模型来理解局部适应的决定因素。然而,这些研究并不能描述跨空间尺度的宿主-寄生虫局部适应模式。相比之下,实证研究表明,适应模式取决于测量的尺度。在这里,我们提出了一个连续空间中宿主-寄生虫协同进化的数学模型,该模型自然导致了局部适应的尺度依赖性定义。与实证研究一致,我们发现适应模式随空间尺度而变化。在某些情况下,不仅局部适应的程度,而且局部适应的物种的身份也将取决于测量的空间尺度。基于我们的结果,我们提出了一种在连续空间是跨尺度变化的驱动力时,一致测量寄生虫局部适应的方法。我们还描述了一种检验连续空间是否驱动跨尺度变化的方法。总之,我们的研究结果提供了一个新的视角,可以用来理解以前无法用理论预期解释的实证观察结果,并加深我们对宿主-寄生虫局部适应机制的理解。