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首页> 外文期刊>Journal of Agricultural, Biological, and Environmental Statistics >Hierarchical Nonlinear Spatio-temporal Agent-Based Models for Collective Animal Movement
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Hierarchical Nonlinear Spatio-temporal Agent-Based Models for Collective Animal Movement

机译:基于分层非线性时空试剂的集体动物运动模型

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AbstractModeling complex collective animal movement presents distinct challenges. In particular, modeling the interactions between animals and the nonlinear behaviors associated with these interactions, while accounting for uncertainty in data, model, and parameters, requires a flexible modeling framework. To address these challenges, we propose a general hierarchical framework for modeling collective movement behavior with multiple stages. Each of these stages can be thought of as processes that are flexible enough to model a variety of complex behaviors. For example, self-propelled particle (SPP) models (e.g., Vicsek et al. in Phys Rev Lett 75:1226–1229, 1995) represent collective behavior and are often applied in the physics and biology literature. To date, the study and application of these models has almost exclusively focused on simulation studies, with less attention given to rigorously quantifying the uncertainty. Here, we demonstrate our general framework with a hierarchical version of the SPP model applied to collective animal movement. This structure allows us to make inference on potential covariates (e.g., habitat) that describe the behavior of agents and rigorously quantify uncertainty. Further, this framework allows for the discrete time prediction of animal locations in the presence of missing observations. Due to the computational challenges associated with the proposed model, we develop an approximate Bayesian computation algorithm for estimation. We illustrate the hierarchical SPP methodology with a simulation study and by modeling the movement of guppies.Supplementary materials accompanying this paper appear online.]]>
机译:<![cdata [<标题>抽象 ara id =“par1”>建模复杂集体动物运动呈现出不同的挑战。特别地,建模动物之间的相互作用和与这些相互作用相关的非线性行为,同时对数据,模型和参数中的不确定性核算需要灵活的建模框架。为了解决这些挑战,我们提出了一种用于建模具有多个阶段的集体运动行为的一般分层框架。这些阶段中的每一个都可以被认为是灵活的过程,以模拟各种复杂行为。例如,自推进粒子(SPP)模型(例如,Vicsek等。在Phys Rev Lett 75:1226-1229,1995)代表集体行为,经常在物理和生物学中应用。迄今为止,这些模型的研究和应用几乎专注于模拟研究,不太关注,因为严格量化不确定性。在这里,我们展示了我们的一般框架,其具有适用于集体动物运动的SPP模型的分层版本。这种结构使我们能够对描述代理行为的潜在协变量(例如,栖息地)推断,并严格量化不确定性。此外,该框架允许在存在缺失观察的存在下的动物位置的离散时间预测。由于与所提出的模型相关的计算挑战,我们开发了一种估计近似贝叶斯计算算法。我们用模拟研究说明了分层SPP方法,并通过模拟GUPPIE的运动。 ara id =“par2”>附带本文的补充材料在线出现。]>

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