In this thesis, Crank-Nicolson with Hockney's method is presented for solving Two dimensional Heat equation in polar coordinates system. First the given partial differential equation of two dimensional heat equation in ...

In this study, the numerical solution of second order one dimensional linear hyperbolic telegraph equations using crank Nicholson and stable finite difference method have been presented. First, the given domain or region ...

In this thesis, a finite difference method resulting from cubic spline is presented for solving the one-dimensional Burgers’ equation. First, the nonlinear Burgers’ equation is transformed to one-dimensional heat equation ...

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 ...

In this thesis, we present non-polynomial septic spline method for solving third order type singularly perturbed boundary value problems. First, the given system is discretized. Then, the spline coefficients are derived ...

In this paper, a non-asymptotic method is presented for solving singularly perturbed delay differential equations whose solution exhibits a boundary layer behavior. The second order singularly perturbed delay differential ...

In this study, we established fixed point results for rational type contractions in partially ordered b-metric spaces by extending the work of (Reza Arab and Kolsoum Zare, 2016). In this research work we followed analytical ...

The main objective of t his research is to formulate a mathematical model that describes the conflict among three nations and to investigate its stability by taking into account their defense and restraint coefficient . ...

The purpose of this study was to assess influence of perceived coach’s leadership style on athlete’s motivation in Addis Ababa city administration second division athletics clubs in middle and long distance runners. ...

In this thesis, higher order stable central difference scheme with Richardson extrapolation method have been presented for solving second order self-adjoint singularly perturbed boundary value problems. First, the derivatives ...