Some methods to improve the utility of conditioned Latin hypercube sampling

The conditioned Latin hypercube sampling (cLHS) algorithm is popularly used for planning field sampling surveys in order to understand the spatial behavior of natural phenomena such as soils. This technical note collates, summarizes, and extends existing solutions to problems that field scientists f...

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Main Authors: Brendan P. Malone, Budiman Minansy, Colby Brungard
Format: Article
Language:English
Published: PeerJ Inc. 2019-02-01
Series:PeerJ
Subjects:
Online Access:https://peerj.com/articles/6451.pdf
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author Brendan P. Malone
Budiman Minansy
Colby Brungard
author_facet Brendan P. Malone
Budiman Minansy
Colby Brungard
author_sort Brendan P. Malone
collection DOAJ
description The conditioned Latin hypercube sampling (cLHS) algorithm is popularly used for planning field sampling surveys in order to understand the spatial behavior of natural phenomena such as soils. This technical note collates, summarizes, and extends existing solutions to problems that field scientists face when using cLHS. These problems include optimizing the sample size, re-locating sites when an original site is deemed inaccessible, and how to account for existing sample data, so that under-sampled areas can be prioritized for sampling. These solutions, which we also share as individual R scripts, will facilitate much wider application of what has been a very useful sampling algorithm for scientific investigation of soil spatial variation.
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spelling doaj.art-8f997bae5ec54e3682fc28afd7abac4e2023-12-02T21:59:30ZengPeerJ Inc.PeerJ2167-83592019-02-017e645110.7717/peerj.6451Some methods to improve the utility of conditioned Latin hypercube samplingBrendan P. Malone0Budiman Minansy1Colby Brungard2CSIRO, Agriculture and Food, Canberra, ACT, AustraliaThe Sydney Institute of Agriculture, The University of Sydney, Sydney, NSW, AustraliaPlant and Environmental Sciences, New Mexico State University, Las Cruces, NM, USAThe conditioned Latin hypercube sampling (cLHS) algorithm is popularly used for planning field sampling surveys in order to understand the spatial behavior of natural phenomena such as soils. This technical note collates, summarizes, and extends existing solutions to problems that field scientists face when using cLHS. These problems include optimizing the sample size, re-locating sites when an original site is deemed inaccessible, and how to account for existing sample data, so that under-sampled areas can be prioritized for sampling. These solutions, which we also share as individual R scripts, will facilitate much wider application of what has been a very useful sampling algorithm for scientific investigation of soil spatial variation.https://peerj.com/articles/6451.pdfSoil samplingConditioned Latin HypercubeDigital soil mappingOptimizationSamplingSample optimization
spellingShingle Brendan P. Malone
Budiman Minansy
Colby Brungard
Some methods to improve the utility of conditioned Latin hypercube sampling
PeerJ
Soil sampling
Conditioned Latin Hypercube
Digital soil mapping
Optimization
Sampling
Sample optimization
title Some methods to improve the utility of conditioned Latin hypercube sampling
title_full Some methods to improve the utility of conditioned Latin hypercube sampling
title_fullStr Some methods to improve the utility of conditioned Latin hypercube sampling
title_full_unstemmed Some methods to improve the utility of conditioned Latin hypercube sampling
title_short Some methods to improve the utility of conditioned Latin hypercube sampling
title_sort some methods to improve the utility of conditioned latin hypercube sampling
topic Soil sampling
Conditioned Latin Hypercube
Digital soil mapping
Optimization
Sampling
Sample optimization
url https://peerj.com/articles/6451.pdf
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