The use of probabilistic hesitant fuzzy elements (PHFEs) to represent the alliance status in
cooperative games can describe the player's participation levels and associated probability …

The Shapley value is one of the most important solution concepts in cooperative game
theory, it satisfies uniqueness and fairness properties while its main drawback lies in its high …

We propose the usage of two power indices from cooperative game theory and public
choice theory for ranking attributes of closed sets, namely intents of formal concepts (or …

How to reasonably distribute the final payoffs to each enterprise alliance participating in
cooperation is one of the hottest issues in cooperative game problems. Notably, existing …

Owing to the fact that the payoff of grand coalition is limited to players' allocation, what is
more, other players will not satisfy with the allocation scheme if one of the possible coalitions …

Among the family of rule-based classification models, there are classifiers based on
conjunctions of binary attributes. For example, JSM-method of automatic reasoning (named …

The aim of this study is to develop several nonlinear programming models for interval-
valued cooperative games in which taking into account the decision makers' risk attitudes …

Exponential runtimes of algorithms for values for games with transferable utility like the
Shapley value are one of the biggest obstacles in the practical application of otherwise …

The JSM-method is a supervised classification method, used in machine learning. The JSM-
method has recently been used in Triadic Concept Analysis to classify objects. In this paper …

The paper aims at not only counting how many basic choice functions exist on a finite set of
alternatives (all, non-empty, single-element valued) but shows how to do this with the help of …