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Stacked space-time densities: a geovisualisation approach to explore dynamics of space use over time

机译:堆叠的时空密度:探索空间使用随时间变化的地理可视化方法

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Recent developments and ubiquitous use of global positioning devices have revolutionised movement ecology. Scientists are able to collect increasingly larger movement datasets at increasingly smaller spatial and temporal resolutions. These data consist of trajectories in space and time, represented as time series of measured locations for each tagged animal. Such data are analysed and visualised using methods for estimation of home range or utilisation distribution, which are often based on 2D kernel density in geographic space. These methods have been developed for much sparser and smaller datasets obtained through very high frequency (VHF) radio telemetry. They focus on the spatial distribution of measurement locations and ignore time and sequentiality of measurements. We present an alternative geovisualisation method for spatio-temporal aggregation of trajectories of tagged animals: stacked space-time densities. The method was developed to visually portray temporal changes in animal use of space using a volumetric display in a space-time cube. We describe the algorithm for calculation of stacked densities using four different decay functions, normally used in space use studies: linear decay, bisquare decay, Gaussian decay and Brownian decay. We present a case study, where we visualise trajectories of lesser black backed gulls, collected over 30 days. We demonstrate how the method can be used to evaluate temporal site fidelity of each bird through identification of two different temporal movement patterns in the stacked density volume: spatio-temporal hot spots and spatial-only hot spots.
机译:全球定位设备的最新发展和广泛使用已经彻底改变了运动生态学。科学家能够以越来越小的空间和时间分辨率收集越来越大的运动数据集。这些数据由空间和时间的轨迹组成,表示为每个标记动物的测量位置的时间序列。使用估计房屋范围或利用率分布的方法来分析和可视化此类数据,这些方法通常基于地理空间中的2D内核密度。这些方法已经针对通过甚高频(VHF)无线电遥测获得的稀疏和较小的数据集而开发。他们专注于测量位置的空间分布,而忽略了测量的时间和顺序。我们为标记的动物的轨迹时空聚集提出了一种替代的地理可视化方法:堆叠的时空密度。开发该方法的目的是使用时空立方体中的体积显示在视觉上描绘动物在空间利用中的时间变化。我们描述了使用四个不同的衰减函数来计算堆积密度的算法,这些函数通常用于空间使用研究:线性衰减,双平方衰减,高斯衰减和布朗衰减。我们提供了一个案例研究,其中可视化了在30天内收集的较少黑背鸥的轨迹。我们演示了如何通过识别堆叠密度体积中的两个不同的时间运动模式:时空时空热点和仅空间时空热点,来评估每种鸟类的时空保真度。

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