Solutions to second-order fuzzy Euler differential equations under generalized differentiability

In this paper, we study a class of second-order fuzzy differential equations (FDEs) that are known to Euler differential equations, in the crisp case. Our work begins by introducing a requirement space of the strongly generalized differentiable functions and studying derivative of some fuzzy-valued functions as some examples. Next, process of production and construction of solution formulas are discussed, in details. Also, advantage of obtained solutions is discussed and solutions are calculated and illustrated by solving some examples.