Integro cubic b-spline polynomial for solving fractional differential problems

Abstract EN

In this paper, we use cubic b-spline to construct an approximating polynomial to agree with calculating the control points of the integro cubic b-spline function for solving fractional differential equations for various values, two examples are considered to demonstrate and illustrate the applicability of the method, and to compare the compact results with other known methods, convergence analysis for fractional derivatives of the method is considered.