Abstract
In this paper the main problem is the generalization of the fuzzy eigenvalue problem ofFuzzy Correspondence Analysis(FCA).We investigate the algebraic foundation of finding fuzzy eigenvalues-eigenvectors of a FCA-fuzzy matrix in some more complex cases.We continue to utilize the two-step method with triangular fuzzy numbers introduced in [20], to accomplish the said generalization. The results of the proposed method are illustrated with two simple numerical examples.
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