Choquet Integral of Higher Order Hesitant Fuzzy Information
کد مقاله : 1012-CFIS (R1)
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چکیده مقاله:
In the real decision making problems,
most criteria have inter-dependent or interactive
characteristics. This encourages us to propose the
higher order hesitant fuzzy element (HOHFE) Cho-
quet integral operator that not only consider the
importance of the elements, but also can re
the correlations among the elements. In the sequel,
a detailed discussion on the aggregation properties
of the HOHFE Choquet integral operator is given.
Finally, we present an application of the HOHFE-
based multicriteria decision making method to as-
sess the appropriate energy policy for the socio-
economic development.
کلیدواژه ها:
Hesitant fuzzy set (HFS), Higher or- der hesitant fuzzy set (HOHFS), Choquet integral, Multi-criteria decision making.
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