In Analytic Hierarchy process, one check the consistency Ratio (CR) of comparison matrices, but for crisp and fuzzy (triangular and trapezoidal) it is OK. The problem arises when we take for rough number.
ın Linear Hierarchy Process, the consistency of each Rough number x deal with compairison matrix can be proved as follow:
The set of rough number doesnt contained the number x is valed in the set of all comparison matrices.
Hi, I noticed your collaborative paper on rough AHP. I guess the consistency of a rough number comparisons matrix is an open problem ;-)
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