Publication Date:
2021
Short description:
Solution of generalised type – 2 Fuzzy boundary value problem / Tudu, S., Mondal, S.P., Ahmadian, A., Mahmood, A.K., Salahshour, S., Ferrara, M.. - In: ALEXANDRIA ENGINEERING JOURNAL. - ISSN 1110-0168. - 60:2(2021), pp. 2725-2739. [10.1016/j.aej.2020.12.046]
abstract:
In this article, we proposed a new representation of type-2 fuzzy numbers called generalized type-2 fuzzy numbers. Dirichlet, Neumann and Mixed kind of boundary value problem have been considered with the boundary condition as generalized type-2 fuzzy numbers. The theorems have been developed for solving generalized type-2 fuzzy boundary value problems. In every case, suitable examples have also been provided. The solutions graph for fuzzy cases has been plotted and discuss for understanding of the nature of fuzzy solutions.
Iris type:
1.1 Articolo in rivista
Keywords:
(α,α̃)-cut; Generalized Type-2 fuzzy number; Geometric method for fuzzy differential equation; Hukuhara differentiation
List of contributors:
Tudu, S.; Mondal, S. P.; Ahmadian, A.; Mahmood, A. K.; Salahshour, S.; Ferrara, M.
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