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Harvest-based Bayesian estimation of sika deer populations using state-space models

机译:基于状态空间模型的梅花鹿种群基于收获的贝叶斯估计

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We have estimated the number of sika deer, Cervus nippon, in Hokkaido, Japan, with the aim of developing a management program that will reduce the level of agricultural damage caused by these deer. A population index that is defined by the population divided by the population of 1993 is first estimated from the data obtained during a spotlight survey. A generalized linear mixed model (GLMM) with corner point constraints is used in this estimation. We then estimate the population from the index by evaluating the response of index to the known amount of harvest, including hunting. A stage-structured model is used in this harvest-based estimation. It is well-known that estimates of indices suffer from large observation errors when the probability of the observation fluctuates widely; therefore, we apply state-space modeling to the harvest-based estimation to remove the observation errors. We propose the use of Bayesian estimation with uniform prior-distributions as an approximation of the maximum likelihood estimation, without permitting an arbitrary assumption that the parameters fluctuate following prior-distributions. We are able to demonstrate that the harvest-based Bayesian estimation is effective in reducing the observation errors in sika deer populations, but the stage-structured model requires many demographic parameters to be known prior to running the analyses. These parameters cannot be estimated from the observed time-series of the index if there is insufficient data. We then construct a univariate model by simplifying the stage-structured model and show that the simplified model yields estimates that are nearly identical to those obtained from the stage-structured model. This simplification of the model simultaneously clarifies which parameter is important in estimating the population.
机译:我们估计了日本北海道梅花鹿(Cervus nippon)的数量,目的是制定一项管理计划,以减少这些鹿对农业造成的破坏。首先根据聚光灯调查获得的数据估算人口指数除以1993年的人口。在此估计中使用具有角点约束的广义线性混合模型(GLMM)。然后,我们通过评估索引对已知收获量(包括狩猎)的响应,从索引中估算种群。在基于收获的估算中使用了阶段结构模型。众所周知,当观测的概率波动很大时,指数的估计会遭受较大的观测误差。因此,我们将状态空间建模应用于基于收获的估计,以消除观测误差。我们建议使用具有统一先验分布的贝叶斯估计作为最大似然估计的近似值,而不允许任意假设参数随先验分布而波动。我们能够证明基于收获的贝叶斯估计可以有效减少梅花鹿种群中的观测误差,但是阶段结构模型需要在运行分析之前了解许多人口统计参数。如果没有足够的数据,则无法从观察到的索引时间序列估算这些参数。然后,我们通过简化阶段结构模型来构建单变量模型,并表明简化模型产生的估计与从阶段结构模型获得的估计几乎相同。模型的简化同时阐明了在估计总体时哪个参数很重要。

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