The correlations varied from 0.53 (GGE–YSi; P < 0.05) to 0.56 (GGE–AMMID and GGE–JRA; P < 0.05). For yield–stability, rank correlation coefficients between the statistical methods varied from 0.64 (P < 0.01) for JRA and YSi to 0.89 (P < 0.01) for AMMI and YSi, indicating that AMMI and the YSi are better correlated than the other methods for ranking genotypes based on integrating yield with stability performance. The GGE biplot had RGFP966 concentration the highest rank correlation with YSi (r = 0.70; P < 0.01). Positive rank correlations ranging from 0.55 (for JRA;

P < 0.05) to 0.73 (for AMMI; P < 0.01) were found between yield ranks and yield–stability ranks, indicating that the yield–stability indices represent a dynamic concept of stability. Selection based on yield–stability indices would be most useful if the breeder were interested primarily in yield. Stable genotypes, according to these indices, would be recommended for favorable environments. With this type of stability, stable genotypes show yield performance

relative to the yield potential of the different environments. However, if selection of stable genotypes is based on these methods, a genotype with low general adaptability but high specific adaptability selleckchem may be discarded. The significant positive correlations (P < 0.01) between σ2, S2di, and AMMID suggest that these three stability indices from three statistical methods (YSi, JRA, and AMMI, respectively) were significantly correlated in the ranking of genotypes for stability. The moderate correlation (P < 0.05) between the GGE stability index and the three other stability indices suggests that the GGE biplot was in moderate agreement with the other three statistical methods for stability rankings. The results from this study suggest that a marked degree of GE interaction

is present in the bread wheat MET data. Evaluation of genotypes using MET data appears to improve genotype evaluation and would enable the characterization of stability performance of tested genotypes over unpredictable environments. Niclosamide For the majority of MET, environment accounts for most of variation [9], [14], [16] and [25]. The observed pattern of GE interaction for grain yield in this winter wheat MET supports a hypothesis of the presence of differentially adapted winter wheat genotypes and the need for stability analysis. Owing to its simplicity, the joint regression model has been the most popular approach for analysis of adaptation [26] and [27]. However, the method has some statistical limitations. Caution should be applied with low numbers of genotypes and locations, especially when extreme values of site mean yield are represented by just one location [28] and [29]. Significant rank correlation (r = 0.72; P < 0.01) was observed between regression correlation and original yield data, suggesting that JRA results were generally in agreement with the original data.