# Fuzzy Eigenvalues and Fuzzy Eigenvectors of Fuzzy Markov Chain Transition Matrix under Max-min Composition

• Jean Pierre Mukeba Kanyinda, Rostin Mabela, +4 authors Berthold Ulungu Ekunda
• Published 2015

#### Abstract

The study of the stability of many stochastic processes as Markov chains needs sometimes to use eigenvalues and eigenvectors of the transition matrix. This paper is an investigation on a methodology which computes fuzzy eigenvalues and fuzzy eigenvectors within the context of a fuzzy Markov chain transition matrix, under max-min composition.

### Cite this paper

@inproceedings{Kanyinda2015FuzzyEA, title={Fuzzy Eigenvalues and Fuzzy Eigenvectors of Fuzzy Markov Chain Transition Matrix under Max-min Composition}, author={Jean Pierre Mukeba Kanyinda and Rostin Mabela and Makengo Matendo and Berthold Ulungu and Ekunda Lukata and Donatien Ntantu Ibula and Berthold Ulungu Ekunda}, year={2015} }