Selection and Fitting of Mixed Models in Sugarcane Yield Trials

Mixed models are a useful tool for the analysis of sugarcane field trials in which sugarcane varieties are allocated in different locations and phenotypic traits are evaluated in the same experimental unit (plot) over time. One challenge to analyze these data is how to build a good mixed model when...

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Main Authors: Josafhat Salinas-Ruíz, Sandra Luz Hernández-Valladolid, Juan Valente Hidalgo-Contreras, Juan Manuel Romero-Padilla
Format: Article
Language:English
Published: MDPI AG 2022-03-01
Series:Agriculture
Subjects:
Online Access:https://www.mdpi.com/2077-0472/12/3/416
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author Josafhat Salinas-Ruíz
Sandra Luz Hernández-Valladolid
Juan Valente Hidalgo-Contreras
Juan Manuel Romero-Padilla
author_facet Josafhat Salinas-Ruíz
Sandra Luz Hernández-Valladolid
Juan Valente Hidalgo-Contreras
Juan Manuel Romero-Padilla
author_sort Josafhat Salinas-Ruíz
collection DOAJ
description Mixed models are a useful tool for the analysis of sugarcane field trials in which sugarcane varieties are allocated in different locations and phenotypic traits are evaluated in the same experimental unit (plot) over time. One challenge to analyze these data is how to build a good mixed model when no experimental design is planned, because all sugarcane varieties in the area of influence of a sugar mill are planted in different years due to the age of the crop and there is no spatial information on all plots. The aim of this research was to examine and to determine the most appropriate mixed model for estimating cane stalk yield of sugarcane varieties when previously there was no planned experimental design. Cane stalk yields of 26 sugarcane genotypes harvested in 24 different locations and in different crop cycles (age) were analyzed. The randomized block nested design (plot within block) with ratoon crop as a class variable in the mixed model was the best for the mean comparisons in sugarcane genotype trials (Model 3), allowing a gain in information. The randomized block design approach helps to fit more general random effects, and the covariance structures helps to improve the performance of mixed model repeated measures. This study emphasizes the need to improve the process of finding a good enough mixed model, that is, how to define the mean structure and the best covariance structure for model sugarcane trials that enables more powerful and efficient parameter estimations. The results showed how a more appropriate mixed model might help avoid errors of judgment in sugarcane genotype recommendations for enhancing the productivity of the cane industry.
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spelling doaj.art-80b50ddd8fc843e98f895c1a5d6a96802023-11-24T00:06:00ZengMDPI AGAgriculture2077-04722022-03-0112341610.3390/agriculture12030416Selection and Fitting of Mixed Models in Sugarcane Yield TrialsJosafhat Salinas-Ruíz0Sandra Luz Hernández-Valladolid1Juan Valente Hidalgo-Contreras2Juan Manuel Romero-Padilla3Colegio de Postgraduados, Campus Córdoba, Carretera Córdoba-Veracruz Km. 348, Manuel León, Amatlán de los Reyes 94953, Veracruz, MexicoAgricultura Sustentable y Protegida, Universidad Tecnológica del Centro de Veracruz, Avenida Universidad 350, Cuitláhuac 94910, Veracruz, MexicoColegio de Postgraduados, Campus Córdoba, Carretera Córdoba-Veracruz Km. 348, Manuel León, Amatlán de los Reyes 94953, Veracruz, MexicoColegio de Postgraduados, Campus Montecillo, Carretera México-Texcoco Km. 36.5, Montecillo, Texcoco 56230, Estado de México, MexicoMixed models are a useful tool for the analysis of sugarcane field trials in which sugarcane varieties are allocated in different locations and phenotypic traits are evaluated in the same experimental unit (plot) over time. One challenge to analyze these data is how to build a good mixed model when no experimental design is planned, because all sugarcane varieties in the area of influence of a sugar mill are planted in different years due to the age of the crop and there is no spatial information on all plots. The aim of this research was to examine and to determine the most appropriate mixed model for estimating cane stalk yield of sugarcane varieties when previously there was no planned experimental design. Cane stalk yields of 26 sugarcane genotypes harvested in 24 different locations and in different crop cycles (age) were analyzed. The randomized block nested design (plot within block) with ratoon crop as a class variable in the mixed model was the best for the mean comparisons in sugarcane genotype trials (Model 3), allowing a gain in information. The randomized block design approach helps to fit more general random effects, and the covariance structures helps to improve the performance of mixed model repeated measures. This study emphasizes the need to improve the process of finding a good enough mixed model, that is, how to define the mean structure and the best covariance structure for model sugarcane trials that enables more powerful and efficient parameter estimations. The results showed how a more appropriate mixed model might help avoid errors of judgment in sugarcane genotype recommendations for enhancing the productivity of the cane industry.https://www.mdpi.com/2077-0472/12/3/416mixed modelfit statisticscovariance structuremean square error
spellingShingle Josafhat Salinas-Ruíz
Sandra Luz Hernández-Valladolid
Juan Valente Hidalgo-Contreras
Juan Manuel Romero-Padilla
Selection and Fitting of Mixed Models in Sugarcane Yield Trials
Agriculture
mixed model
fit statistics
covariance structure
mean square error
title Selection and Fitting of Mixed Models in Sugarcane Yield Trials
title_full Selection and Fitting of Mixed Models in Sugarcane Yield Trials
title_fullStr Selection and Fitting of Mixed Models in Sugarcane Yield Trials
title_full_unstemmed Selection and Fitting of Mixed Models in Sugarcane Yield Trials
title_short Selection and Fitting of Mixed Models in Sugarcane Yield Trials
title_sort selection and fitting of mixed models in sugarcane yield trials
topic mixed model
fit statistics
covariance structure
mean square error
url https://www.mdpi.com/2077-0472/12/3/416
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