Convergence of maxgeneralized mean-mingeneralized mean powers of intuitionistic fuzzy matrices
Discrete Mathematics
2014-07-02 v1
Abstract
Intuitionistic fuzzy relations on finite universes can be represent by intuitionistic fuzzy matrices and the limiting behavior of the power matrices depends on the algebraic operation employed on the matrices. In this paper, the power of intuitionistic fuzzy matrices with maxgeneralized mean-mingeneralized mean operation have been studied. Here it is shown that the power of intuitionistic fuzzy matrices with the said operations are always convergent. The convergence of powers for an intuitionistic fuzzy matrix with convex combination of max-min and maxarithmetic mean-minarithmetic mean are also dicussed here.
Keywords
Cite
@article{arxiv.1407.0189,
title = {Convergence of maxgeneralized mean-mingeneralized mean powers of intuitionistic fuzzy matrices},
author = {Rajkumar Pradhan and Madhumangal Pal},
journal= {arXiv preprint arXiv:1407.0189},
year = {2014}
}
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20 pages