Factors Influencing Clothing Interest and Purchase Intention: a study of Consumers in Generation y from Malaysia and Singapore



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Factors Influencing Clothing Interest and Purchase Intention A Study of Generation Y Consumers in Malaysia

 
Display Table 1 here. 
 
Convergent and Discriminant Validity of the Constructs 
Confirmatory factor analysis was used to examine measurement model fit and the 
convergent and discriminant validity of the data (Hair et al. 2010). Criteria used to evaluate 
measurement model fit include the following indices: (1) Goodness of Fit (GFI), (2) 
Comparative Fit Index (CFI), (3) Root Mean Square Error of Approximation (RMSEA), (4) 
Tucker-Lewis index (TLI), (5) Parsimony Normed Fit Index (PNFI), and (6) Normed Chi-
square (χ²/df). A model is considered fit when GFI exceeds 0.90, CFI exceeds 0.90, RMSEA 
is less than 0.08,
TLI exceeds 0.90, PNFI is more than 0.50, and χ²/df is less than 3.0 (Hair et 
al., 2010). As for the present study, GFI was 0.908, CFI was 0.913, RMSEA was 0.049, TLI 
was 0.918, PNFI was 0.723, and χ²/df = 1.818 (χ2 = 760.044; df = 418), indicating that the 
measurement model was fit. 
Three conditions must be met in order to establish the convergent validity of the data 
(Hair et al. 2010). The three conditions are: (1) the factor loading each construct item must be 
at least 0.60, (2) the average variance extracted (AVE) of each construct should be larger than 


12 
0.50, and (3) the composite reliability of each construct should be greater than 0.70. As seen 
in Table 2, the factor loadings of the construct items range from 0.627 to 0.933, the AVE of 
each construct exceeds the cut-off point of 0.5, and each construct has a composite reliability 
of more than 0.70. Hence, the convergent validity of the data in the present study was 
established. 
Display Table 2 here. 
The discriminant validity of the data was assessed based on the guidelines suggested 
by Fornell and Larcker (1981). Discriminant validity is said to be established when the 
squared root of AVE for each of the constructs exceeds the variance shared between any two 
constructs. As shown in Table 3, all the shared variance between constructs (the off diagonal 
entries) are lesser than the squared root of AVE in the diagonal entries; hence, the 
discriminant validity was established. In sum, all constructs included in this study have 
demonstrated adequate reliability, convergent validity, and discriminant validity 
Display Table 3 here. 
The researchers also addressed the issue of common method variance (CMV) based on 
the suggestion by Malhotra et al. (2006). It is argued that CMV will generate a false internal 
consistency and correlation among the variables created by their common source (Chang et 
al., 2010; Malhotra et al., 2006). It is reported that common method bias may exist if the 
hypothesized model (with indicators for all the constructs to be modeled as a single factor) 
for CMV has a good model fit (Malhotra et al., 2006). As for the present study, the results 
showed that the hypothesized model based on the suggestion by Malhotra et al. (2006) is not 
fit; hence, common method bias is not a significant problem.
 

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