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Mapping Diversity: Developing a European Classification of ... - U-Map

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The clustering is based on the correlation matrix <strong>of</strong> the scores on the questions (Kendall’s tau). The<br />

signifi cant correlations were mapped to fi nd out whether clear clusters emerge 10 . Using Kendall’s<br />

tau, ten combinations emerge as statistically signifi cant.<br />

109<br />

Table 12: Correlations between dimensions<br />

dimension dimension Kendall’s tau<br />

11 12 0.82**<br />

2 9 0.49*<br />

4 10 0.48*<br />

8 14 0.80*<br />

11 13 0.46*<br />

6 9 -0.71**<br />

2 14 -0.69**<br />

5 10 -0.54**<br />

2 11 -0.53*<br />

5 11 -0.54*<br />

7 11 -0.53*<br />

9 13 -0.41*<br />

** signifi cant at 0.01 level<br />

* signifi cant at 0.05 level<br />

If the dimension public character (11) is mentioned it is very likely that the dimension legal status<br />

(12) is mentioned also in a similar way (most or least important). The same goes (to a lesser extent)<br />

for the combinations ‘range <strong>of</strong> subjects’ – ‘size’; ‘life long learning’ – ‘mode <strong>of</strong> delivery’; ‘international<br />

research orientation’ – ‘regional engagement’ and ‘public character’ – ‘cultural engagement’.<br />

For the other pairs listed it is likely that if one is mentioned important (innovation intensiveness) the<br />

other is considered to be least important (size).<br />

The other way to probe for possible clusters <strong>of</strong> dimensions used the answers to the relevance<br />

questions, posed for each dimension. Again we calculated the bivariate correlations between<br />

the scores. A high correlation between two dimensions means that if the respondent scores one<br />

dimension as highly relevant it is likely that he scores the other dimension this way as well.<br />

10 Factor analysis is not an option, due to the measurement level (which is ordinal).<br />

MAPPING DIVERSITY

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