Regression and AMMI Analyses of Genotype × Environment Interactions: An Empirical Comparison

cg.contactsy00@aub.edu.lben_US
cg.contributor.centerInternational Center for Agricultural Research in the Dry Areas - ICARDAen_US
cg.contributor.funderInternational Center for Agricultural Research in the Dry Areas - ICARDAen_US
cg.contributor.projectCommunication and Documentation Information Services (CODIS)en_US
cg.contributor.project-lead-instituteInternational Center for Agricultural Research in the Dry Areas - ICARDAen_US
cg.date.embargo-end-dateTimelessen_US
cg.identifier.doihttps://dx.doi.org/10.2134/agronj1995.00021962008700010021xen_US
cg.isijournalISI Journalen_US
cg.issn0002-1962en_US
cg.issue1en_US
cg.journalAgronomy Journalen_US
cg.subject.agrovocgenotypesen_US
cg.volume87en_US
dc.creatorYau, Sui-Kwongen_US
dc.date.accessioned2021-07-12T21:56:14Z
dc.date.available2021-07-12T21:56:14Z
dc.description.abstractJoint regression analysis (JRA) is a popular method for analyzing genotype × environment (G × E) interactions, but multivariate techniques such as AMMI (additive main effects and multiplicative interaction) analysis have been recently advocated. The objective of this study was to investigate and compare empirically the effectiveness of the two techniques under differing environmental diversity and numbers of environments, and when log-transformed data were used for JRA. I analyzed grain yield data from three seasons of a regional bread wheat (Triticum aestivum L.) yield trial, grown at 30 to 40 sites. Sites were split into irrigated-high rainfall and rainfed-low rainfall groups. Three equal-size samples differing in environmental diversity and three similar diversity samples differing in numbers of sites were also formed. Both raw and log10-transformed data were used for JRA. The fitting mode of the MATMODEL program (version 2.0) was used on raw data for AMMI analysis. Percentages of interaction sum of squares (SS) accounted for by heterogeneity of regression in JRA were generally low (mean = 11%) and unaffected by diversity of the samples, but inversely related to number of sites in the similar-diversity samples. In contrast, percentages of interaction SS accounted for by first principal components in AMMI analyses were generally high (mean = 37%) and unaffected by diversity or number of sites in the samples. These percentages were always higher for AMMI than for JRA, regardless of whether log-transformed data were used for JRA. The use of AMMI is recommended for detailed studies of G × E effects, especially for large regional or international trials.en_US
dc.identifierhttps://mel.cgiar.org/dspace/limiteden_US
dc.identifier.citationSui-Kwong Yau. (28/2/1995). Regression and AMMI Analyses of Genotype × Environment Interactions: An Empirical Comparison. Agronomy Journal, 87 (1), pp. 121-126.en_US
dc.identifier.statusTimeless limited accessen_US
dc.identifier.urihttps://hdl.handle.net/20.500.11766/13373
dc.languageenen_US
dc.publisherAmerican Society of Agronomyen_US
dc.sourceAgronomy Journal;87,(1995) Pagination 121-126en_US
dc.subjectammi analysesen_US
dc.titleRegression and AMMI Analyses of Genotype × Environment Interactions: An Empirical Comparisonen_US
dc.typeJournal Articleen_US
dcterms.available1995-02-28en_US
dcterms.extent121-126en_US
mel.impact-factor2.240en_US

Files