|
Abstract
|
The present study examines fractional differential equations (FDEs) as these types of equations are widely used in modeling. FDEs are more difficult to solve than differential equations, which haveinteger order. There are a variety of mathematical methods for solving these equations. An analytical method is utilized in this paper to solve non-linear FDEs. Akbari-Ganji’s method (AGM) has been used as a new method for solving FDEs. Comparisons are made between the AGM and previously published papers. Several non-linear FDE examples have been solved to illustrate the high performance and quality of the proposed method. Findings show that the AGM is a highly useful and powerful method that can be utilized for FDEs.
|