Anova and significance of METs
Over the years, the combined ANOVA indicated significant GEI (P<0.001) demonstrating the impact of environment on yield performance of lentil genotypes (Table 1). Similarly, the genotype and environmental factors also reflected significant main effect (P<0.001). A similar result of significant variation of genotypes and GEI was reported earlier in lentil
(Das et al., 2020). Environment shared 53.60% of the total variation, which justified the significance of MET’s.
Genotypic variability
Incongruous performance of the lentil genotypes was observed in each location throughout the year (Table 2). Among the tested genotypes, IC 560212 had highest yield potential, ranging from 1191.91 kg ha
-1 to 1747.42 kg ha
-1. Amidst the locations, grain yield was highest in E6 (816.48 kg ha
-1) and lowest in E2 (702.38 kg ha
-1). The heritability of the testing locations ranged from 78.0% to 89.0% and the GCV ranged from 28.37 to 48.74. The presence of cross over interaction (COI) was indicated by few genotypes as their positions oscillated throughout the locations. However, some genotypes reflected consistent performance and thereby confirmed the presence of non-COI across the locations.
Therefore, in accordance with the previous studies, presence of both COI and non-COI was also observed in the present study
(Singh et al., 2020; Biswas et al., 2021). The presence of COI indicated the significance of breeding for specific adaptation
(Gore et al., 2021).
Genotypic appraisal based on HA-GGE and REML/BLUP
The ranking of genotypes in the HA-GGE biplot is mostly determined by their mean performance and stability over the locations and graphically illustrated using the “Average Environment Coordination (AEC)” view (Fig 2). The PC1 constituted 89.84% variation, whereas the PC2 reflected 4.71% variation, respectively. The “AEC abscissa,” a single arrow head line passing through the biplot’s origin, represents the direction of higher grain yield of the lentil genotypes. The “AEC ordinate,” on the other hand, is a double arrowed line perpendicular to the AEC abscissa indicates the genotypes’ stability. Among the tested lentil genotypes, G11 (IC 560212), G8 (Moitree), G9 (BM 5), G13 (2011S56172-11), G18 (IC 560185), G6 (BCL 10212), G30 (IC 521442) was found to be placed towards the direction of the “AEC abscissa,” reflecting higher grain yield. It was detected that, G30 (IC 521442) was the most stable genotype, followed by G8 (IC 560185) and therefore, considered as “ideal” genotypes. However, concerning REML/BLUP method, G11 (3.82) had the highest values across all environments (Table 3).
Earlier report also suggested that REML/BLUP analysis represents correlated errors within locations and evaluates the breeding values based on their stability and adaptability parameters
(Silva et al., 2011). Furthermore, G11 and G9 was considered as ‘desirable’ genotypes due to their proximity with the ‘ideal’ genotypes.
Genotypic appraisal based on other statistical models
The results of ranking analysis showed that G11, G8, G9, G12 and G30 in addition to high performance, had a better ranking, thus, had greater yield stability (Table 3). Based on the environmental coefficient of variation (CV) of four environments, the lowest CV among the genotypes were G30 (4.57%), G9 (5.54%) and G8 (6.19%), thus, reflected high stability. As per Shukla’s stability and Wrick’s method, genotypes
viz., G30, G21, G12 showed the least variance. Based on regression coefficients of Eberhart and Russel, G30, G8, G21, G4, G19 had indexes close to 1 and identified as stable genotypes. Concerning non-parametric variance, G11, G9, G8, G30 were introduced as the stable genotypes. So, considering all the stability indices, it appeared that G30, G9, G11 and G8 were the most stable genotypes. All the appraised genotypes were divided into four primary clusters with eight genotypes in cluster I, ten genotypes in clusters II and III and two genotypes in cluster IV (Fig 3).
Delineation of testing location
Plant breeders intend to detect redundant testing locations for conducting genotype screening in a cost-effective manner. The angles formed by the environment vectors reveal their correlations; acute environments are highly correlated, whereas obtuse environments have the opposite connection (
Yan and Tinker, 2006). Similarly, the angle between the environmental vectors and the “AEC abscissa” determines the ‘representativeness’ of the testing location. It was detected that E6, having both discriminatory power as well as representativeness (Fig 4). Locations
viz., E3 and E4 with excellent “discrimination power” and low ‘representativeness’ were ideal for genotypes with specific adaptability. The “desirability index” is conclusive criteria for detection of testing locations. Therefore, with highest “desirability index,” E3 (4.84) followed by E4 (4.83) were designated as the “ideal” or type-I testing location (Table 4). Acute angle was detected between most of the locations, with the exception of the angle between E4 and E3 with rest of the locations. Further, all the testing locations were classified into three clusters, with two locations in clusters II and III and the remaining two in cluster I. (Fig 3).
Previous researchers have used the same HA-GGE methodology for appraisal of genotype and testing location in a variety of crops (
Sánchez-Martín et al., 2017;
Das et al., 2020).