Solutions of periodic boundary value problems for first-order linear fuzzy differential equations under new conditions
摘要
In this paper, based on the generalized differentiability concept, first, some properties of continuity of the derivative function and the existence of switching points for a fuzzy-valued function are obtained. Next, the new sufficient conditions for existence of solutions to the periodic boundary problems for first-order linear fuzzy differential equations are presented, in detail. Finally, some examples are solved to illustrate the obtained results.