A new method for solving fuzzy linear differential equations
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In this paper, a novel operator method is proposed for solving fuzzy linear differential equations under the assumption of strongly generalized differentiability. To this end, the equivalent integral form of the original problem is obtained then by using its lower and upper functions the solutions in the parametric forms are determined. The proposed method is illustrated with numerical examples.
KeywordsFuzzy linear differential equations Strongly generalized differentiability Equivalent integral form
Mathematics Subject Classification (2000)34L02 47E05
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