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Designing Robust, Cost‐Effective Field Measurement Sets using Universal Multiple Linear Regression
Author(s) -
Clutter Melissa,
Ferré Ty P.A.
Publication year - 2019
Publication title -
soil science society of america journal
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.836
H-Index - 168
eISSN - 1435-0661
pISSN - 0361-5995
DOI - 10.2136/sssaj2018.09.0340
Subject(s) - rdm , computer science , data mining , context (archaeology) , linear regression , field (mathematics) , wireless sensor network , regression , machine learning , statistics , mathematics , computer network , paleontology , pure mathematics , biology
Core Ideas Computationally inexpensive, objective method for recommending sensor type/depth. Comprehensive information about potential measurement networks. Network design for user‐defined uncertainties before sensor installation.Limited monitoring budgets restrict the type and number of sensors that can be installed for field‐based studies. Therefore, sensor selection should be both informative and efficient. We propose a method to optimize sensor network design, prior to data collection, by combining multiple linear regression (MLR) and robust decision‐making (RDM). Multiple linear regression inherently considers the strength of the relationship between observations and predictions of interest and correlations among proposed observations. In our approach, we use universal Multiple Linear Regression (uMLR) to quantify the explanatory power of all possible combinations of model‐simulated candidate observations (of different sensor types and locations). A model‐ensemble approach allows for network design in the context of user‐defined uncertainties, including expected measurement error and parameter and structural uncertainty. Application of uMLR with RDM produces a comprehensive assessment of the likely value of many observation sets. These results can be used to design sensor networks to address specific experimental objectives and to balance the cost and effort of installing sensors to the expected value of the data for model testing and decision support.

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