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Kriging models for linear networks and non‐Euclidean distances: Cautions and solutions

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There are now several examples in the ecological literature where, for spatial prediction like kriging, non-Euclidean distances were used in autocorrelation models developed under a Euclidean distance assumption. This leads… Click to show full abstract

There are now several examples in the ecological literature where, for spatial prediction like kriging, non-Euclidean distances were used in autocorrelation models developed under a Euclidean distance assumption. This leads to a problem where prediction variances may be negative, and generally leads to unreliable standard errors for prediction. My objective is to help ecologists understand the problem and avoid this mistake. I introduce a class of models that are easy to construct, based on linear mixed models, that perform well and guarantee that prediction standard errors will be positive. Received: 13 November 2017 | Accepted: 30 December 2017 DOI: 10.1111/2041-210X.12979

Keywords: linear networks; euclidean distances; networks non; models linear; kriging models; non euclidean

Journal Title: Methods in Ecology and Evolution
Year Published: 2018

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