Application of fuzzy Laplace transforms for solving fuzzy partial Volterra integro-differential equations
Fuzzy partial integro-differential equations have a major role in the fields of science and
engineering. In this paper, we propose the solution of fuzzy partial Volterra integro-
differential equation with convolution type kernel using fuzzy Laplace transform method
(FLTM) under Hukuhara differentiability. It is shown that FLTM is a simple and reliable
approach for solving such equations analytically. Finally, the method is illustrated with few
examples to show the ability of the proposed method.
engineering. In this paper, we propose the solution of fuzzy partial Volterra integro-
differential equation with convolution type kernel using fuzzy Laplace transform method
(FLTM) under Hukuhara differentiability. It is shown that FLTM is a simple and reliable
approach for solving such equations analytically. Finally, the method is illustrated with few
examples to show the ability of the proposed method.
Fuzzy partial integro-differential equations have a major role in the fields of science and engineering. In this paper, we propose the solution of fuzzy partial Volterra integro-differential equation with convolution type kernel using fuzzy Laplace transform method (FLTM) under Hukuhara differentiability. It is shown that FLTM is a simple and reliable approach for solving such equations analytically. Finally, the method is illustrated with few examples to show the ability of the proposed method.
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