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Table 1 Properties measurement table

From: A crowdsourcing method for online social networks security assessment based on human-centric computing

Value range

Definition

\(\tilde{a}_{ij} = 1\)

Elements i and j are of the same importance to the previous factor

\(\tilde{a}_{ij} = 3\)

Element i is slightly more important than element j

\(\tilde{a}_{ij} = 5\)

Element i is more important than element j

\(\tilde{a}_{ij} = 7\)

Element i is considerably more important than element j

\(\tilde{a}_{ij} = 9\)

Element i is extremely more important than element j

\(\tilde{a}_{ij} = 2n\), n = 1, 2, 3, 4

Importance of elements i and j is between \(\tilde{a}_{ij}\) = 2n − 1 and \(\tilde{a}_{ij}\) = 2n + 1

\(\tilde{a}_{ji} = 1/\tilde{a}_{ij}\)

Importance of elements i and j is opposite to that of elements \(\tilde{a}_{ij}\), respectively