A new study on first-order fuzzy FredholmVolterra integro-differential equations by Jacobi polynomials and collocation methods
In this paper, the Jacobi polynomials and the collocation methods for solving first-order fuzzy linear FredholmVolterra integro-differential equation of the second kind under the generalized \(H\)-differentiability are introduced. The existence and uniqueness of the solution and convergence of the proposed methods are proved in details. Finally an example shows the accuracy of these methods.
jacobi polynomials collocation method fuzzy integro-differential equations volterra and fredholm integral equations generalized differentiability