New operational matrix via Genocchi polynomials for solving Fredholm-Volterra fractional integro-differential equations
The authors describe an approximation method for solving a class of integro-differential equations that contain a Volterra integral operator, a Fredholm integral operator, and a fractional differential operator. Only linear equations are considered. The method is based on formally developing the solution in the form of a series in terms of Genocchi polynomials and then collocating. The paper does not contain a substantial analysis of the method's properties (convergence, stability, suitable choice of collocation points, \dots).
Fredholm-Volterra fractional integro-differential equations
scientific article; zbMATH DE number 6962616
scientific article