Homogeneous fuzzy wave equation on the half-line under generalized Hukuhara differentiability

An analytical fuzzy solution is achieved by means of the fuzzy d’Alembert formula for the fuzzy one-dimensional homogeneous wave equation in a half-line considering the generalized Hukuhara partial differentiability of the solution. In the current article, the exclusive solution and the stability of the homogeneous fuzzy wave equations are brought into existence. Eventually, given the various instances represented, the efficacy and accuracy of the method are scrutinized.