Y Nejatbakhsh - Islamic Azad University Firouzkooh Branch Department of Applied Mathematics Tehran; Iran
T Allahviranloo - Islamic Azad University Mashhad Branch, Mashhad, Iran Science and Research Branch Department of Applied Mathematics Tehran; Iran
N. A. Kiani - Islamic Azad University Science and Research Branch Department of Applied Mathematics Tehran; Iran

In this paper, we are going to solve Fuzzy integral equations (FI)s by differential transformation method(DTM). Intrinsically, DTM evaluates the approximating solution by the finite Taylor series. The differential transformation method does not evaluate the derivative symbolically; instead, it calculates the relative derivatives by an iteration procedure described by the transformed equations obtained from the original equations using differential transformation. The proposed method provides the Taylors series expansion solution for the domain between any adjacent grid points. Some numerical examples are given to illustrated the proposed extension of DTM to solve fuzzy Fredholm integral equations.

Differential transformation, one dimensional Volterra integral equations, Numerical treatments Fuzzy integral Equations, Fuzzy number