This paper deals with the solution of Fractional Integro-differential E-quations of Fredholm
type using Legendre Galerkin Method. The concept of Legendre Galerkin Method was …

In this paper, the numerical technique based on hybrid Legendre-Block-Pulse function has
been developed to approximate the solution of system of nonlinear Fredholm–Hammerstein …

In this work, a general class of multi-order fractional differential equations of Lane-Emden
type is considered. Here, an assumed approximate solution is substituted into a slightly …

In this paper, we have established an efficient wavelet based approximation method to
nonlinear singular boundary value problems. To the best of our knowledge, until now there …

Chebyshev Galerkin method for integro-differential equations of the second kind Page 1 .
Iranian Journal of Numerical Analysis and Optimization Vol. 6, No. 1, (2016), pp 31-42 …

Wavelet method is a recently developed tool in applied mathematics. The mathematical
model of the steady-state immobilized enzyme electrodes is discussed. This theoretical …

The mathematical model of Rahamathunissa and Rajendran (J Math Chem 44: 849–861,
2008) in an amperometric biosensor response is discussed. In this paper, we have applied …

A polynomial spline of degree n is made up of polynomial segments of degree n that are
connected in a way that guarantees the continuity of the function and of its derivatives up to …

The aim of this work is to present a numerical approximation based on Chebyshev
polynomials of the first kind to solve nonlinear Fredholm integro-differential equations. The …

In this paper, we have applied an efficient shifted second kind Chebyshev wavelet method
(S2KCWM) to vibrating dynamical models arising in mechanical systems such as vibration of …