| Subject |
Integral equations and integral transforms |
| Title |
EFFICIENT QUADRATURE RULES FOR SOLVING NONLINEAR FRACTIONAL INTEGRO-DIFFERENTIAL EQUATIONS OF THE HAMMERSTEIN TYPE |
| Author(s) |
S. SHAHMORAD AND D. NAZARI SUSAHAB |
| Keywords |
Quadrature rules; Fractional integro-differential equations. |
| Abstract |
The aim of this paper is to solve nonlinear fractional integro-differential equations of the Hammerstein type. The basic idea is to convert
fractional integro-differential equations to a type of second kind Volterra integral equations. Then the obtained Volterra integral equation will be solved
with some suitable quadrature rules. We are interested in using a simple method to obtain riveting results. Numerical tests for demonstrating the convergence and accuracy of the method will be included.
|
