This thesis introduces a novel approach to solving Robin type singularly perturbed reaction diffusion problems through cubic non-polynomial spline approximation on a piecewise mesh. The methodology involves discretizing ...

In this thesis, the conformable fractional reduced differential transform method (CFRDTM) is proposed as an effective approach for obtaining approximate analytical solutions to time fractional m-KdV equations. CFRDTM ...

In this thesis we constructed an iterative scheme for approximat ing a common solution of a variational inequality problem of a nite family of pseudo monotone mappings in Banach spaces and proved a strong convergence ...

In this thesis, a numerical method for solving singularly perturbed delay differential equations involving two small parameters is presented. A fitted non-polynomial cubic spline scheme on a uniform mesh is developed. ...

In this thesis, nonstandard finite difference method for second order singularly perturbed problem having large delay was considered. The accuracy and parameter uniform con vergence of the proposed method are proved. ...

In this thesis work we introduced a new class of mapping called ZG mapping in b metric spaces and establish xed point theorems for using CG-simulation function via wt distance function and proved existence of unique ...

In this work, we applied Avery Henderson fixed point theorem to obtain the existence of two positive solutions for third order nonlinear fractional differential equations with integral boundary conditions in cone ...

The purpose of this study was to examine the effect of the blended learning on secondary school students' mathematics achievement, conceptual understanding, and motivation in Nekemte City, Oromia, Ethiopia. The study ...

In this thesis we introduced an iterative algorithm for approximating a common so lution of monotone inclusion problem and fixed point point problem of non-linear mappings in Hilbert Spaces and proved a strong convergence ...

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 ...