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Validation with <t> partial least squares </t> <t> (PLS) </t> procedures.
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Validation with <t> partial least squares </t> <t> (PLS) </t> procedures.
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Validation with <t> partial least squares </t> <t> (PLS) </t> procedures.
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Validation with <t> partial least squares </t> <t> (PLS) </t> procedures.
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Explanation of variation in dependent variable (VDV) from <t> partial least squares regression </t> modeling for dry biomass and canopy height by sensor estimation models and model equations for height (combination ultrasonic and laser model) and biomass (two sensor model: laser and ultrasonic combination, and three sensor model: laser, ultrasonic and NDVI combination). † MIX-Mixture of alfalfa and bermudagrass; ‡ ALL-All monoculture and mixed species from the alfalfa and bermudagrass experiment.
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Explanation of variation in dependent variable (VDV) from <t> partial least squares regression </t> modeling for dry biomass and canopy height by sensor estimation models and model equations for height (combination ultrasonic and laser model) and biomass (two sensor model: laser and ultrasonic combination, and three sensor model: laser, ultrasonic and NDVI combination). † MIX-Mixture of alfalfa and bermudagrass; ‡ ALL-All monoculture and mixed species from the alfalfa and bermudagrass experiment.
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Explanation of variation in dependent variable (VDV) from <t> partial least squares regression </t> modeling for dry biomass and canopy height by sensor estimation models and model equations for height (combination ultrasonic and laser model) and biomass (two sensor model: laser and ultrasonic combination, and three sensor model: laser, ultrasonic and NDVI combination). † MIX-Mixture of alfalfa and bermudagrass; ‡ ALL-All monoculture and mixed species from the alfalfa and bermudagrass experiment.
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Explanation of variation in dependent variable (VDV) from <t> partial least squares regression </t> modeling for dry biomass and canopy height by sensor estimation models and model equations for height (combination ultrasonic and laser model) and biomass (two sensor model: laser and ultrasonic combination, and three sensor model: laser, ultrasonic and NDVI combination). † MIX-Mixture of alfalfa and bermudagrass; ‡ ALL-All monoculture and mixed species from the alfalfa and bermudagrass experiment.
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Image Search Results


Validation with  partial least squares   (PLS)  procedures.

Journal: PLoS ONE

Article Title: Quality of life and cognitive assessment in healthy older Asian people with early and moderate chronic kidney disease: The NAHSIT 2013–2016 and validation study

doi: 10.1371/journal.pone.0264915

Figure Lengend Snippet: Validation with partial least squares (PLS) procedures.

Article Snippet: The PLS regression was performed using the PROC PLS procedure implemented in SAS 9.4 software, with a factor number of 2 and principal components regression (PCR) to obtain factor loadings.

Techniques: Biomarker Discovery

Explanation of variation in dependent variable (VDV) from  partial least squares regression  modeling for dry biomass and canopy height by sensor estimation models and model equations for height (combination ultrasonic and laser model) and biomass (two sensor model: laser and ultrasonic combination, and three sensor model: laser, ultrasonic and NDVI combination). † MIX-Mixture of alfalfa and bermudagrass; ‡ ALL-All monoculture and mixed species from the alfalfa and bermudagrass experiment.

Journal: Sensors (Basel, Switzerland)

Article Title: Estimation of Biomass and Canopy Height in Bermudagrass, Alfalfa, and Wheat Using Ultrasonic, Laser, and Spectral Sensors

doi: 10.3390/s150202920

Figure Lengend Snippet: Explanation of variation in dependent variable (VDV) from partial least squares regression modeling for dry biomass and canopy height by sensor estimation models and model equations for height (combination ultrasonic and laser model) and biomass (two sensor model: laser and ultrasonic combination, and three sensor model: laser, ultrasonic and NDVI combination). † MIX-Mixture of alfalfa and bermudagrass; ‡ ALL-All monoculture and mixed species from the alfalfa and bermudagrass experiment.

Article Snippet: Estimation models were constructed using partial least squares (PLS) regression analyses (SAS PROC PLS) with CVTEST for selection of simplest models [ – ].

Techniques: