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e - Uniform Numerical Method for Singularly Perturbed 1D Parabolic Convection-Diffusion Problems Thesis

Derartu Ayensa (2019-06)

In this thesis , ε - Uniform Numerical Method for solving Singularly Perturbed 1D Parabolic Convection-Diffusion Problems is developed using non-standard finite difference method with Runge-Kutta method by applying the ...

Enactment of Student-Centered Approach in Teaching Mathematics and Natural Sciences: The Case of Selected General Secondary Schools in Jimma Zone, Ethiopia Article

Adula Bekele; Kassahun Melesse (2010-03)

The study was initiated to assess the implementation of student-centered teaching of Mathematics and Natural Science subjects in three selected schools in Jimma and the surrounding towns. To this end, classroom observation ...

Eighth Order Compact Finite Difference Method For Singularly Perturbed One Dimensional Reaction Diffusion Problems Thesis

Feyisa Edosa (2015-09)

In this thesis, eighth order compact finite difference method has been presented for solving singularly perturbed one dimensional reaction diffusion problems. First, the given interval is discretized and the given differential ...

Effectiveness of Formative Assessment Techniques Used by High School Mathematics Teachers in Jimma at CBTP and Practicum Zone Sites Article

Ademe Kebede; Abere Tegegn; Keno Awol (2016-10)

This study was conducted to examine the effectiveness of formative assessment techniques used by high school mathematics teachers in Jimma at CBTP and practicum zone sites. Specifically, the study sought to gain an ...

Domain Decomposition Method for Solving Singular Perturbation Problems Article

Gemechis File; Y. N. Reddy (2013-11)

In this paper, a domain decomposition method for solving singularly perturbed two-point boundary value problems is presented. By using a terminal point, the original problem is divided into inner and outer region problems. ...

Domain decomposition method for singularly perturbed differential difference equations with layer behavior Article

Gemechis File; Y. N. Reddy (2015-02)

In this paper, a domain decomposition method has been presented for solving singularly perturbed differential difference equations with delay as well as advances whose solution exhibits boundary layer behavior. By ...

Distributional Solutions of Singularly Perturbed TwoPoint Boundary Value Problem Thesis

Emiru Rufo (2019-10)

In this thesis, distributional solution of singularly perturbed two point boundary value problem is presented. In order to achieve this goal, some important terminologies related to distribution are defined together with ...

A Coupled Fixed Point Theorem for Maps Satisfying Rational Type Contractive Condition in Dislocated Quasi b - Metric Spaces Thesis

Mesaud Tesfaye (2019-05)

The aim of this study is to establish a coupled fixed point theorem for maps satisfying rational type contractive condition in the perspective of dislocated quasi b-metric space and prove the existence and uniqueness of ...

Coupled fixed point results of φ- contractive type coupling in metric spaces Thesis

Dagim Daniel (2018-06)

In this research work, based on the recent work of Choudhury et al., (2017), we established a coupled fixed point theorem of Chatterjea φ-contraction type coupling in metric spaces and proved the existence and uniqueness ...

Coupled Coincidence and Coupled Common Fixed Point Theorem Satisfying Certain Rational Type Contractive Condition in Dislocated Quasi Metric Space Thesis

Mitiku Damene (2018-11)

The purpose of this research is to establish the existence and uniqueness of a coupled coincidence and coupled common fixed point theorem involving pairs of weakly compatible mappings satisfying certain rational type ...

A coupled coincidence and coupled common fixed point theorem in complete quasi - b- metric spaces Thesis

Alemu Abute (2017-06)

The purpose of this study was to establish the existence of coupled coincidence and existence and uniqueness of coupled common fixed point theorem in partially ordered complete quasi-bmetric spaces. In this study analytical ...

Coupled Coincidence and Coupled Common Fixed Points of (Ψ, Ф) Contraction Type T-coupling in Metric Spaces Thesis

Fuad Abdulkerim (2018-11)

The purpose of this thesis was to establish coupled coincidence and coupled common fixed point theorem of (y ; f )-contraction type T-coupling in metric spaces and prove the existence and uniqueness of coupled coincidence ...

Convergence Rates of Finite Difference Schemes for the Diffusion Equation with Neumann Boundary Conditions Article

Doyo Kereyu; Genanew Gofe (2016-09)

In this paper, we consider the convergence rates of the Forward Time, Centered Space (FTCS) and Backward Time, Centered Space (BTCS) schemes for solving one-dimensional, time-dependent diffusion equation with Neumann ...

The comparison of runge-kutta and adams-bashforh-moulton methods for the first order ordinary differential equations Thesis

Solomon G/giorgis (2014-06)

The performances of Runge-Kutta and Adams-Bashforth-Moulton methods were compared by considering first order ordinary differential equations using the MATLAB software. For this purpose three major programs were coded for ...

The Comparison of runge-kutta and adamd- bashforh-moulton methods for The First order ordinry differential Equations Article

Solomon Gebregiorgis; Genaew Gofe (2016-02)

The performances of Runge compared by considering first order ordinary differential equations. Moreover the effectiveness of modifiers in the ABM method has been validated. The result of this research show that ABM method ...

Comparison Of Generalized Iterative Methods For Solving Systems Of Linear Equations Thesis

Merga Guluma (2015-10)

In this study we present a survey of three generalized iterative methods for the solution of the system of linear equations. The study used splitting of matrix, when the matrix satisfies strictly diagonally dominant, ...

Commonfixed point theorems involving contractive conditions of rational type in dislocated quasi metric spaces Thesis

Yeshimabet Jira (2017-10)

The aim of this research work was to establishsome common fixed point results in complete dislocated quasi metric spaces. In this study we established common fixed point theorems for a pair of self- maps involving contractive ...

Common fixed point theorems involving contractive conditions of rational type in dislocated quasi metric spaces Article

Yeshimabet Jira; Kidane Koyas; Aynalem Girma (2018-04)

The purpose of this paper is to establish new common fixed point results for a pair of self- maps involving contractive condition of rational type in complete dislocated quasi metric space by extending the result of Rahman ...

Common Fixed Point Theorems for Co-Cyclic Weak Contractions in Compact Metric Article

Alemayehu Geremew (2014-02)

In this paper, we prove some common ﬁxed point theorems for co-cyclic weak contractions in compact metric spaces.

“Common fixed point theorems for a pair maps satisfying contractive condition of integral type” Thesis

Kidane Koyas (2015-09)

In this research, we introduced a pair of self-maps satisfying contractive condition of integral type in complete metric spaces and establish the existence and uniqueness of common fixed points for those maps. We used ...

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