In this research, 4-step hybrid methods for solving second order initial value ordinary differential equations are developed with the use of Chebychev polynomial of first kind as the basis function. The approach is based ...

In this work, three scheme were developed, analyzed and applied to solve two dimensional hyperbolic Partial Di erential Equations (PDEs). The derivations were achieved by using collocation and interpolation techineques. ...

In this thesis, the problem of the transverse motions of Timoshenko beam-type resting on Vlasov foundation and under the actions of partially distributed masses is studied. In particular, Uniform and Non-uniform ...

This work concerns the behavioral study of a structural member continuously supported by a two-parameter elastic subgrade and traversed by uniform partially distributed moving masses. The governing equation is a fourth ...

This research focuses on derivation of Chebyshev-fitted hybrid methods for solving initial value problems of fourth order ordinary differential equations. In the derivation, Chebyshev polynomial of first kind was used ...

In this work, a class of Continuous Trigonometrically-Fitted Methods (CTFMs) for the solution of second order oscillatory Ordinary Differential Equations (ODEs) is considered. To develop the CTFMs, the assumed approximate ...

In this research works, the development of a class of hybrid block integrators for initial value problems (ivps) of fourth order ordinary differential equations (odes) is discussed. One-step self starting continuous hybrid ...

This work is based on the derivation of a class of hybrid methods for the solution of rst order initial value problems (IVPs) in block method. The research makes use of Power series as the basis function. This is achieved ...

This work present a class of Obreckhoff-type methods for solving second order Boundary Value Problems (BVPs) with Neuwman and Dirichlet boundary conditions.This is achieved through collocation and interpolation techniques ...

The problem of comparing the dynamics of non-Newtonian fluids that suits the characteristics of tangent hyperbolic and Casson fluid flow over a horizontal cylinder is an open problem in the literature. The governing ...