In finite populations, pseudo-population bootstrap is the sole method preserving the spirit of the original bootstrap performed from iid observations. In spatial and environmental sampling, the issue of creating pseudo-populations able to mimic the characteristics of real populations is challeng- ing because spatial trends, relationships, and similarities among neighboring locations are invariably present. In this paper we propose the use of the nearest-neighbor interpolation of spatial populations for constructing pseudo-populations that converge to real populations under mild conditions. The ef- fectiveness of these proposals with respect to traditional pseudo-populations is empirically checked by a simulation study.
DI BIASE, R.M., Marcelli, A., Franceschi, S., Fattorini, L. (2023). Some empirical results on nearest neighbour pseudo-populations for resampling from spatial populations. In Proceedings of the GRASPA 2023 Conference (pp.52-57). Palermo : Università degli studi di Palermo.
Some empirical results on nearest neighbour pseudo-populations for resampling from spatial populations
Rosa Maria Di Biase;Agnese Marcelli;Sara Franceschi;Lorenzo Fattorini
2023-01-01
Abstract
In finite populations, pseudo-population bootstrap is the sole method preserving the spirit of the original bootstrap performed from iid observations. In spatial and environmental sampling, the issue of creating pseudo-populations able to mimic the characteristics of real populations is challeng- ing because spatial trends, relationships, and similarities among neighboring locations are invariably present. In this paper we propose the use of the nearest-neighbor interpolation of spatial populations for constructing pseudo-populations that converge to real populations under mild conditions. The ef- fectiveness of these proposals with respect to traditional pseudo-populations is empirically checked by a simulation study.File | Dimensione | Formato | |
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https://hdl.handle.net/11365/1275274