In this paper, a new operator called the arithmetic interval‐valued intuitionistic fuzzy
Choquet aggregation (AIVIFCA) operator is defined. Since interactions between elements …

In this paper, two new aggregation operators called the arithmetical interval-valued
intuitionistic fuzzy generalized λ-Shapley Choquet (AIVIFGSCgλ) operator and the geometric …

Determining the attribute weights, in the multiple attribute group decision-making analysis
with interval-valued intuitionistic fuzzy information, plays a crucial role because of its direct …

The purpose of this study is to develop an approach to interval-valued intuitionistic fuzzy
multi-criteria group decision making with incomplete weight information and interactive …

As an extension of the classical averaging operators, Choquet integral has been shown a
powerful tool for decision theory. In this paper, a method based on the generalized interval …

Based on the operational laws on interval-valued intuitionistic fuzzy sets, the generalized
Banzhaf interval-valued intuitionistic fuzzy geometric Choquet (GBIVIFGC) operator is …

Multi-criteria group decision making is a widely used efficient decision methodology to
improve quality of the decision. In this paper, the interval-valued intuitionistic fuzzy weighted …

Based on the Choquet integral and the generalized Shapley function, two new induced
Atanassov's interval-valued intuitionistic fuzzy hybrid aggregation operators are defined …

The development of information measures associated with interval-valued intuitionistic fuzzy
values (IVIFVs) has been an important research area over the past few decades. In the …

In this paper, we propose new methods to represent interdependence among alternative
attributes and experts' opinions by constructing Choquet integral using interval-valued …