In this paper, we present a method of extending t-norms and t-conorms to a given closed
subinterval [a, b] in [−∞,+∞], which preserves the basic properties of these fuzzy …

Sugeno-like operators are binary operations-based generalization of Sugeno integral and
are still defined on real valued fuzzy measures. This article discusses the aggregation …

There exist various categories of uncertain information, and their corresponding methods of
aggregation may also vary. At present, there exists a dearth of specifically tailored …

The intuitionistic uncertain fuzzy linguistic variable can easily express the fuzzy information,
and the power average (PA) operator is a useful tool which provides more versatility in the …

Aczel–Alsina t-norm and t-conorm are important t-norm and t-conorm, and they are extended
from algebraic t-norm and t-conorm. Obviously, Aczel–Alsina t-norm and t-conorm are more …

The recently proposed basic uncertain information can directly present numerical
uncertainties for given real values, but it cannot handle given interval values which …

In this paper, two uncertain linguistic Choquet aggregation operators called the induced
uncertain linguistic hybrid generalized Shapley Choquet weighted averaging (IULHGSCWA) …

A q‐rung orthopair uncertain linguistic set can be served as an extension of an uncertain
linguistic set (ULS) and aq‐rung orthopair fuzzy set, which can also be treated as a …

As an extension of interval-valued intuitionistic fuzzy sets, the concept of interval-valued q-
rung orthopair fuzzy (IV q-ROF) sets (IV q-ROFSs) represents an efficient tool for handling …

This paper studies some uncertain generalized aggregation operators based on the
Shapley function, two of which are named the uncertain induced generalized Shapley …