Convergence of max-arithmetic mean powers of a fuzzy matrix. Author links ... We show that the max-arithmetic mean powers of a fuzzy matrix always are convergent.

Sep 2, 2013 · It is also proved that, maxarithmetic mean-minarithmetic mean powers of an IFM converge and the limit matrix of the power sequence has some ...

Jun 6, 2007 · In this section, we shall show that the max-arithmetic mean powers of a fuzzy matrix converge. Moreover, the limit matrix has the feature that ...

In the literature, the behavior of powers of a fuzzy matrix with maxmin/max-product/max-Archimedean t-norm/max-t-norm compositions have been studied.

It turns out that the limiting behavior of the powers of a fuzzy matrix depends on the composition involved. In this paper, the max-arithmetic mean composition ...

We also show that the powers of such fuzzy matrices are always convergent. Some numerical examples are provided to show the situation of convergence. Published ...

Oct 22, 2024 · In this paper, we proposed the notion of max-min algebra of fuzzy interval matrices. We show that the max-min powers of a fuzzy interval matrix ...

Jul 1, 2014 · The convergence of powers for an intuitionistic fuzzy matrix with convex combination of max-min and maxarithmetic mean-minarithmetic mean ...

It is shown that the power of intuitionistic fuzzy matrices with maxar arithmetic mean-minarithmetic mean operation are always convergent.

It is shown that the powers of a max-arithmetic mean fuzzy matrix are always convergent, which is a special example of the max-convex mean operations.