VARIOUS WAVELET METHODS FOR SOLVING FRACTIONAL FREDHOLM-VOLTERRA INTEGRAL EQUATIONS

This paper presents the computational techniques for fractional Fredholm-Volterra integral equations. Various rationalized wavelet functions approximation together with collocation method is utilized to reduce this form of integral equations into a system of algebraic equations. Moreover, through illustrative example, a comparison of numerical solutions by using Harr wavelets, Legendre wavelets, Chebyshev wavelets, confirms the expected accuracy. Specially, this method is computationally attractive while the equations have not been solved analytically.