The purpose of this study was to identify the skew cyclic codes of arbitrary length

In this thesis, an efficient algorithm based on sixth-order compact finite difference and fast discrete sine transform is developed for solving one and two dimensional Poisson equations with Dirichlet boundary conditions. ...

In this study we developed and analyzed a deterministic model for pneumonia disease dynamics with drug resistance in south nation. The model divided the total population in to five compartments, namely Susceptible, vaccinated, ...

In this work, in order to solve linear programming problems we study a class of polynomial order-even penalty functions for solving linear programming problems with the essential property that each member is convex ...

In this thesis an in nite capacity single server Markovian queuing system with mul- tiple working vacations, changeover time and reneging was analyzed. It was assumed that customers become impatient only during working ...

In this thesis, an efficient algorithm based on sixth-order compact finite difference and fast discrete sine transform is developed for solving one and two dimensional Poisson equations with Dirichlet boundary conditions. ...

In this thesis, an efficient algorithm based on sixth-order compact finite difference and fast discrete sine transform is developed for solving one and two dimensional Poisson equations with Dirichlet boundary conditions. ...

This study has attempted to develop and analyze a mathematical model for the spread of cholera disease the case of Ethiopia. To achieve this objective, secondary data sources from Minister of Health and some parameter ...

The purpose of this study was to assess factors influencing the implementation of mathematics curriculum in selected preparatory schools of East Hararghe zone. The design of the study was descriptive survey design. The ...