In this thesis, exponential tted operator method has been presented for solving second order singularly perturbed problem having large delay. The stability and parameter uni form convergence of the proposed method are ...

This paper extends the algorithm introduced by (Al-Rammahi, 2014)[2] by using the Cantor sets and cubic spline interpolating function in the design of electronic mailboxes. The cantor set was used as the domain of the ...

The Fourier expansion-based differential quadrature (FDQ) method was applied in this work to solve one-dimensional Burgers’ equation with appropriate initial and boundary conditions. In the first step for the given problem ...

The aim of this thesis is to present an exponentially fitted numerical method for solv ing singularly perturbed differential equations with two parameters and a large delay. The accuracy and parameter uniform convergence ...