Efficient B-Spline Series Method for Solving Fractional Fokker-Planck Equation

In this paper, an analytical method based on the B-spline method is used to study the fractional Fokker Planck equation. In this study, the B-Spline series method is derived, and its effectiveness in handling this problem is demonstrated. To illustrate the effectiveness of the suggested method, two examples are given. Since the maximum error in our approximation is only about 10−15, the suggested method is clearly very accurate as we can see from the fact that the approximate solution is very close to the exact solution. This study demonstrates the proposed approach’s potential and its applicability to additional physical models.