Detection Probability of Red Wood Ants in Friedenweiler, Germany 2015
收藏Mendeley Data2024-01-31 更新2024-06-27 收录
下载链接:
https://portal.edirepository.org/nis/mapbrowse?packageid=knb-lter-hfr.286.3
下载链接
链接失效反馈官方服务:
资源简介:
Estimation of population sizes and species ranges is central to population and conservation biology. It is widely appreciated that imperfect detection of mobile animals must be accounted for when estimating population size from presence-absence data. Sessile organisms also are imperfectly detected, but correction for detection probability in estimating their population sizes is rare. We illustrate challenges of detection probability and population estimation of sessile organisms using censuses of red wood ant (Formica rufa-group) nests as a case study. These ants, widespread in the northern hemisphere, can make large (up to 2m tall), highly visible nests. Using data from a two-day mapping campaign by eight individuals of 147 ant nests spread across sixteen 3600-m2 plots in the Black Forest region of southwest Germany, we developed a Bayesian model for quantifying detection probability of sessile organisms. Detection probabilities by individual observers of red wood ant nests ranged from 0.31 – 0.56, and depended on experience of the observers, size and density of nests, and habitat characteristics. Robust estimation of population density of sessile organisms—even highly apparent ones such as red wood ant nests—requires unbiased estimation of detection probability, just as it does when estimating population density of rare or cryptic species.
种群数量与物种分布范围的估算是种群生物学与保护生物学的核心研究内容。学界已普遍意识到,基于存在-缺失数据(presence-absence data)估算移动动物种群数量时,必须考虑检测不完全性。固着生物(sessile organisms)同样存在检测不完全的问题,但在估算其种群数量时对检测概率(detection probability)进行校正的研究却较为少见。本研究以红褐林蚁(Formica rufa-类群)蚁巢普查为案例,阐释固着生物的检测概率与种群估算所面临的挑战。这类蚂蚁广泛分布于北半球,可构筑高度可达2米、辨识度极高的蚁巢。我们依托德国西南部黑森林地区的调查数据开展研究:该调查由8名人员在两天内完成,覆盖16块面积为3600平方米的样地,共记录147个蚁巢,并据此构建了用于量化固着生物检测概率的贝叶斯模型(Bayesian model)。单个调查人员对红褐林蚁蚁巢的检测概率介于0.31至0.56之间,且受调查人员经验、蚁巢大小与密度以及生境特征的影响。即便是红褐林蚁蚁巢这类辨识度极高的固着生物,要对其种群密度进行稳健估算,也需要对检测概率开展无偏估算,这与估算稀有或隐秘物种的种群密度时的要求一致。
创建时间:
2024-01-31



