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Convergence of Powers of Controllable Intuitionistic Fuzzy Matrices
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Convergences of powers of controllable intuitionistic fuzzy matrices have been studied. It is shown that they oscillate with period equal to 2, in general. Some equalities and sequences of inequalities about powers of controllable intuitionistic fuzzy matrices have been obtained.
Keywords
Intuitionistic Fuzzy Matrix, Controllable Fuzzy Matrices, Transitivity, Convergence Powers of Intuitionistic Fuzzy Matrix.
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