Table 8:

Results of pairwise comparisons in five aspects using paired t-tests for three methods.

Different aspects(I) Method(J) MethodPaired differences (I–J)t-valueSig. (two-tailed)
SketchMethod 1Method 20.027*-13.660< 0.001
Method 1Proposed0.028*15.401< 0.001
Method 2Proposed0.025*31.834< 0.001
Image descriptionMethod 1Method 20.017*-3.863< 0.001
Method 1Proposed0.028*-16.118< 0.001
Method 2Proposed0.027*-14.131< 0.001
Client needsMethod 1Method 20.022*4.471< 0.001
Method 1Proposed0.028*-13.942< 0.001
Method 2Proposed0.028*-17.079< 0.001
ALMethod 1Method 20.025*10.443< 0.001
Method 1Proposed0.028*-17.411< 0.001
Method 2Proposed0.026*-28.453< 0.001
Design qualityMethod 1Method 20.060-0.1590.873
Method 1Proposed0.0650.6860.493
Method 2Proposed0.0670.8040.422
Different aspects(I) Method(J) MethodPaired differences (I–J)t-valueSig. (two-tailed)
SketchMethod 1Method 20.027*-13.660< 0.001
Method 1Proposed0.028*15.401< 0.001
Method 2Proposed0.025*31.834< 0.001
Image descriptionMethod 1Method 20.017*-3.863< 0.001
Method 1Proposed0.028*-16.118< 0.001
Method 2Proposed0.027*-14.131< 0.001
Client needsMethod 1Method 20.022*4.471< 0.001
Method 1Proposed0.028*-13.942< 0.001
Method 2Proposed0.028*-17.079< 0.001
ALMethod 1Method 20.025*10.443< 0.001
Method 1Proposed0.028*-17.411< 0.001
Method 2Proposed0.026*-28.453< 0.001
Design qualityMethod 1Method 20.060-0.1590.873
Method 1Proposed0.0650.6860.493
Method 2Proposed0.0670.8040.422

*Applying Bonferroni correction to reduce the risk of Type I errors. Since each metric was compared three times, the significance level is 0.05/3 = 0.0167. The name of the significantly better method in a two-by-two comparison is bolded.

Table 8:

Results of pairwise comparisons in five aspects using paired t-tests for three methods.

Different aspects(I) Method(J) MethodPaired differences (I–J)t-valueSig. (two-tailed)
SketchMethod 1Method 20.027*-13.660< 0.001
Method 1Proposed0.028*15.401< 0.001
Method 2Proposed0.025*31.834< 0.001
Image descriptionMethod 1Method 20.017*-3.863< 0.001
Method 1Proposed0.028*-16.118< 0.001
Method 2Proposed0.027*-14.131< 0.001
Client needsMethod 1Method 20.022*4.471< 0.001
Method 1Proposed0.028*-13.942< 0.001
Method 2Proposed0.028*-17.079< 0.001
ALMethod 1Method 20.025*10.443< 0.001
Method 1Proposed0.028*-17.411< 0.001
Method 2Proposed0.026*-28.453< 0.001
Design qualityMethod 1Method 20.060-0.1590.873
Method 1Proposed0.0650.6860.493
Method 2Proposed0.0670.8040.422
Different aspects(I) Method(J) MethodPaired differences (I–J)t-valueSig. (two-tailed)
SketchMethod 1Method 20.027*-13.660< 0.001
Method 1Proposed0.028*15.401< 0.001
Method 2Proposed0.025*31.834< 0.001
Image descriptionMethod 1Method 20.017*-3.863< 0.001
Method 1Proposed0.028*-16.118< 0.001
Method 2Proposed0.027*-14.131< 0.001
Client needsMethod 1Method 20.022*4.471< 0.001
Method 1Proposed0.028*-13.942< 0.001
Method 2Proposed0.028*-17.079< 0.001
ALMethod 1Method 20.025*10.443< 0.001
Method 1Proposed0.028*-17.411< 0.001
Method 2Proposed0.026*-28.453< 0.001
Design qualityMethod 1Method 20.060-0.1590.873
Method 1Proposed0.0650.6860.493
Method 2Proposed0.0670.8040.422

*Applying Bonferroni correction to reduce the risk of Type I errors. Since each metric was compared three times, the significance level is 0.05/3 = 0.0167. The name of the significantly better method in a two-by-two comparison is bolded.

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