A uninorm U is said to be α-migrative with respect to F or (α, F)-migrative if (10) U ( F ( α , x ) , y ) = U ( x , F ( α , y ) ) for all x, y ∈ [0, 1].

Dec 20, 2015 · In this paper, the notions of α-migrative uninorms over semi t-operators and α-migrative semi t-operators over uninorms are introduced and ...

Based on whether the absorbing elements of unllnorms and 2-uninorms are the same, authors gave all solutions of the migrativity equations for every possible.

We give the sufficient and necessary conditions that make these -migrativity equations hold for all possible combinations of 2-uninorms over semi-t-operators.

This paper is mainly devoted to investigating the migrativity equations between semi-t-operators or semi-uninorms, and Mayor's aggregation operators, ...

We give the sufficient and necessary conditions that make these α-migrativity equations hold for all possible combinations of 2-uninorms over semi-t-operators.

In this paper, the notions of α-migrative uninorms over semi t-operators and α-migrative semi t-operators over uninorms are introduced and investigated.

Investigations of this property are directed towards finding all solutions for different kinds of aggregation operations such as t-norms, t-conorms, uninorms, 2 ...

Introduction. The process of merging or combining a given number of data into a representative value is called aggregation and a function that perform this ...

Summary: In this paper, we analyze and characterize all solutions about $\alpha$-migrativity properties of the five subclasses of 2-uninorms, i. e. $C^{k}$, ...