Title of article
Fuzzy Eigenvalues and Fuzzy Eigenvectors of Fuzzy Markov Chain Transition Matrix under Max-min Composition
Author/Authors
Kanyinda، Jean Pierre Mukeba نويسنده Department of Mathematics and Computer Science, Higher Institute of Education of Mbuji-Mayi (ISPMBUJI-MAYI); Democratic Republic of Congo , , Matendo، Rostin Mabela Makengo نويسنده Department of Mathematics and Computer Science, University of Kinshasa; Democratic Republic of Congo , , Lukata، Berthold Ulungu Ekunda نويسنده Higher Institute of Applied Techniques of Kinshasa (ISTA-KINSHASA); Democratic Republic of Congo , , Ibula، Donatien Ntantu نويسنده Department of Mathematics and Computer Science, National Pedagogical University of Kinshasa; Democratic Republic of Congo ,
Issue Information
روزنامه با شماره پیاپی سال 2015
Pages
11
From page
25
To page
35
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.
Journal title
Journal of Fuzzy Set Valued Analysis
Serial Year
2015
Journal title
Journal of Fuzzy Set Valued Analysis
Record number
2030893
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