A general construction for unipolar and bipolar interpolative aggregation
نویسندگان
چکیده
We present a general view of interpolative aggregation, using the geometric realization of a poset, and its natural triangulation. This includes as particular cases the Choquet integral for capacities and k-ary capacities. In a second part, we address the problem of extending a given interpolative aggregation function, considered as unipolar, to bipolar aggregation.
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