4.5 Article

One point per cluster spatially balanced sampling

Journal

COMPUTATIONAL STATISTICS & DATA ANALYSIS
Volume 191, Issue -, Pages -

Publisher

ELSEVIER
DOI: 10.1016/j.csda.2023.107888

Keywords

Environmental sampling; Constrained k-means; Linear assignments

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Spatial sampling designs are crucial for accurate estimation of population parameters. This study proposes a new design method that generates samples with good spatial spread and performs favorably compared to existing designs.
A spatial sampling design determines where sample locations are placed in a study area so that population parameters can be estimated with relatively high precision. Spatially balanced designs have good spatial spread and give precise results for commonly used estimators when surveying natural resources. A new design is proposed which draws spatially balanced samples from stratified and unstratified populations. The method is two-fold. First, the population is partitioned into n compact geographic clusters. Then, a one point per cluster sample is drawn using a linear assignment strategy that optimises the spatial spread of the sample. Numerical results on several simulated populations show that the method generates well-spread samples and compares favourably with existing designs. An example application is also provided, where soil organic matter concentrations are estimated over a study area in Voorst, Netherlands.

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