Page 137 - JOURNAL OF LIBRARY SCIENCE IN CHINA 2015 Vol. 41
P. 137

136   Journal of Library Science in China, Vol. 7, 2015



              When establishing the regression model of practical problems, it is often contrary to
            the regression hypothesis. Thus, it also needs to check whether there is heteroscedasticity,
            autocorrelation and multicollinearity. Heteroscedasticity is checked by the method of calculating
            the Spearman correlation coefficient of residual errors and independent variables (He, 2007).
            Table 3 shows that the Spearman correlation values of residual error value and positive affections
            as well as residual error value and negative affections are -0.145 and 0.009 respectively, and the
            significance levels at 0.05 and 0.01 are low. Thus it is considered that the residual error value
            is not related to the independent variable of positive and negative affections, that is, there is no
            heteroscedasticity. Autocorrelation is checked by the method of D. W value. It is generally believed
            that when the D.W value is at around 2, it is safe to think the model does not have autocorrelation
            of sequence (He, 2007). As shown in Table 4, the D.W value is 1.773, and is about 2. Thus there
            is no autocorrelation. Multicollinearity is checked by the method of variance inflation factor
            (VIF). When the VIF value is much greater than 1, it means that there is a serious multicollinearity
            problem (He, 2007). As shown in Table 4, the VIF values of positive affections and negative
            affections are 1.007, very close to 1. Moreover, the simple correlation coefficient between positive
            affections and negative affections is not significant (see Table 4). Thus the model does not have
            multicollinearity problem.
                                  Satisfaction=2.228+0.327×0.327×PosiAff (2)
              Equation (2) is the linear regression model.
              Through the above analysis, we verify that the positive affections can significantly affect user
            satisfaction, and give the regression equation. A detailed analysis of the correlation between
            16 kinds of specific affections and user satisfaction (see Table 5 for the correlation coefficient)
            suggests that in positive affections, each specific affective state has a significant positive
            correlation with user satisfaction, among which surprise has the highest correlation, followed
            by the fullness, excitement, interest, likeness, happiness, ease, novelty and freedom. Negative
            affective state and user satisfaction do not have a significant correlation.


            Table 5. Result of correlation analysis on 16 specific affections and user satisfaction
             Positive affections  Coefficient of correlation  Sig.  Negative affections  Coefficient of correlation  Sig.
             Happiness           0.470**       0.000   Restlessness       -0.089       0.275
             Interest            0.485*        0.000   Boredom            -0.117       0.152
             Excitement          0.508**       0.000   Frustration        -0.114       0.164
             Fullness            0.532**       0.000   Anger              0.058        0.481
             Ease                0.457**       0.000   Sadness            0.002        0.981
             Novelty             0.423**       0.000   Anxiety            0.027        0.74
             Surprise            0.537**       0.000   Puzzlement         -0.018       0.823
             Likeness            0.478**       0.000
             Freedom             0.348**       0.000
            Note:**: p<0.01, *: p<0.05
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