In this paper, a new approach for solving fuzzy
integro-differential equations (FIDEs) with fuzzy initial
value is considered under strongly generalized H-differentiability.
Notice the point that this method is used for
fuzzy integro-differential equations with trapezoid fuzzy
initial value. The idea of the presented approach is constructed
based on the extending of 0-cut and 1-cut solutions
of original FIDEs. The solution of FIDE will be found by
considering convex combination of 0-cut and 1-cut solutions.
The obtained solution will be exact by choosing the
different types of derivatives.
