The results of basic descriptive statistics for nine quantitative traits showed considerable diversity in chickpea genotypes under studied (Table 1). Principal component analysis is a simple non parametric method for extracting relevant information from confusing data sets. According to the
Massay (1965) and
Jolliffie (2002) PCA is a well-known method of dimension reduction that can be used to reduce a large set of variables to a small set that still contains most of the information in the large set. Therefore, the present investigation was aimed to evaluate the breeding lines of chickpea for identify and rank important traits and genotype on the basis of principal component analysis before taking up hybridization programme for evolving better crosses in chickpea. PC is a statistical procedure that uses an orthogonal transformation to convert a set of observations of possibly correlated variables into a set of values of linearly uncorrelated variables called principal components. The number of principal components is less than or equal to the number of original variables. This transformation is defined in such a way that the first principal component has the largest possible variance (that is accounts for as much of the variability in the data as possible) and each succeeding component in turn has the highest variance possible under the constraint that it is orthogonal to the proceeding components. The resulting vectors are an uncorrelated orthogonal basis set. The principal components are orthogonal because they are the Eigen vectors of the covariance matrix, which is symmetric. In the present investigation PCA was performed for quantitative traits of chickpea. Out of nine PCs only 3 PCs exhibited more than 1.0 Eigen values and showed about 73.4% variability (Table 2 and Fig 1). Therefore, these three PCs were given due importance for the further explanation in the present study. The PC1 explained total variation 28.6 % followed by respectively among the genotypes for the traits under study. PC 1 and PC 2 showed maximum contributed to the total variation are presented in Table 2. The PC 1 accounted for maximum proportion of total variability in the set of all variables and remaining components accounted for progressively lesser and lesser amount of variation. The PC 1 accounted for maximum variability
i.e. 28.6 % which reduced gradually to PC 2 (21.00%) and PC 3 (13.00%). It can be concluded from the above results that yield contributing traits were having the highest variation in PC 1 followed by PC 2 and PC 3. The objective of principal component analysis is to identify the minimum number of components, which can explain maximum variability out of the total variability and also to rank germplasm on the basis of PC scores. These finding are akin with to the
Malik et al., (2014) and
Kumari Rajni et al. (2020).Rotated component matrix (Fig 2) revealed that each PC separately loaded with various phenological and yield attributing traits. PC 1 which accounted for the highest variability were mostly related yield contributing traits like days to flowering, days to maturity, plant height, first pod height, seeds per pod and number of pods per plant were given important contributions for variability while PC 2 dominated by plant height, first pod height and seed yield. Thus the PC 1 and PC 2 was constituted by most of the yield attributing traits, a intensive selection procedure can be designed to bring out rapid improvement of dependent traits
i.e. yield by selecting the lines of PC 1 and PC 2. These results are getting support from the findings of
Shivwanshi and Babbar (2017) and
Anand Kumar et al. (2019). In the present study PC 3 explained an additional 13.00% of the total variation and dominated primary branches per plant. Since, 73.4% of the total variation was contributed by PC1, PC 2 and PC 3, therefore, these three principal components can be allowed for simultaneous selection of yield contributing traits in chickpea.
Genotype commonly found in more PC, were BG 4016, IPCB 2015-165, IPC 2011-247, GNG 2459 and RKG 19-4 (Table 3). Similar type of genotypes on a common principal component permitting to designate them as seed yield factors. These genotypes may further be utilized in breeding programmes for improving seed yield and these genotypes can be considered an ideotype breeding material for selection of traits
viz. days to flowering, days to maturity, plant height, first pod height, seeds per pod and number of pods per plant. Genotype BG 4016 was common in PC 2, PC 3, PC 4 and PC 7, genotype IPCB 2015-165 in PC 1, PC 2, PC 3 and PC 6, genotype IPC 2011-247 in PC 1, PC 2 and PC 8, genotype GNG 2459 in PC 3, PC 4 and PC 6 while RKG 19-4 was common in PC 3, PC 6 and PC 8are presented in Table 3. On the basis of PC scores which is presented in Table 3. On the basis of PC scores which is found to be common in all the principal components the maximum positive score (>1.0) is found by nine genotypes in PC 1 (NDG 18-13, IPCB 2015-165 Pant Gram 5, DC 19-2, GL 17032, H16-08, DC 19-1 GL 16081, IPC 2011-247), 4 genotypes in PC 2 (BG 4017, IPCB 2015-165, BG 4016, IPC 2011-247), 9 genotypes in PC 3 (Pant Gram 5, IPCB 2015-165 , DC 19-2, JG 2019-151-09, GNG2459,BG 4016, GL16081,RKG 19-4, RSG-945), 7 genotypes in PC 4 (GNG 2144, Pant Gram 5, GNG 2459, BG 4016, PG 248, RSG 902, RSG 974), 5 genotypes in PC 5 (NDG 18-13, RVSSG-84, Phule G 1216-6, GNG 2475, Phule G 1215-1),6 genotypes in PC 6 (RKG 19-3, IPCB 2015-165, NBeG 1633, NDG 18-5, GNG 2459, RKG 19-4), 6 genotypes in PC 7 (RSGD-1080, JG 2019-1214, BG 4016), GL 16081, BRC 9-14, RSG-902), 4 genotypes in PC 8 (RKG 19-3, RKG 19-4, IPC 2011-247, BRC 9-14) and 3 genotypes in PC 9 (IPC 2015-123, H16-17, RG2016-31) are explain in Table 3. This indicated the presence of fair amount of genetic diversity and is useful for future breeding program. Earlier scientist reported that that a high value of PC scores can be used for selection and further utilization in future breeding programme. These genotypes which are common in more than one PCs are indicated that selection of genotype from these PCs is useful in further crop improvement program. These findings are also confirmation with
Ojo et al., (2012) and
Amrita et al., (2014). PC 2 was dominated by phenological traits
viz., days to flowering and days to maturity. The main variables of PC 3 were plant height, first pod height and seed yield. Thus, PC1, PC 2 and PC 3 allowed for simultaneous selection of yield related traits and it can be regarded as yield factor from this study it was clear that PC 1, PC 2 and PC 3 were mostly related to seed yield traits.
Cluster analysis is an important technique to classify the data which facilitates for dividing the genetic material into various homogenous groupings. Cluster analysis facilitates to group the genotypes on the basis of morpho-genetic traits. Cluster analysis assists in minimizing of the variance within the group whereas, maximizing of the variance among groups and also helps in identifying of outliers. Hierarchical clustering technique based on nine quantitative trait data using Ward’s method grouped 40 genotypes into two main groups (A and B) and nine clusters (Fig 3). Group A was comprised of 22 genotypes and further divided into five clusters (I, II, III, IV and V). Cluster I contained six genotypes, cluster II comprised of three genotypes, cluster III comprised of seven genotypes. Cluster IV comprised of four genotypes, cluster V comprised of two genotypes. Group B was comprised of 18 genotypes and further divided into four clusters (VI, VII, VIII and IX). Cluster VI comprised of 2 genotypes, cluster VII comprised 3 genotypes and VIII consists of 6 genotypes while IX clusters included seven genotypes. Similar type of diversity also observed by
Ghafoor et al., (2001) and
Malik et al., (2014), Jayalakshmi et al., (2014) and
Vishnu et al., (2020) in chickpea. Thus in the present study the chickpea germplasm displayed considerable genetic diversity for most of the traits under considerations.