## Available courses

### Introduction to Statistics ### Introduction to Differential Equation

good morning students
This link for this week. For date 11/11/2020.
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good morning students for the second stage.
This link for this week. For date 18/11/2020.

### Programming / Matlab

MATLAB® is a programming platform designed specifically for engineers and scientists. The heart of MATLAB is the MATLAB language, a matrix-based language allowing the most natural expression of computational mathematics. ### Research Methods ### Numerical Analysis

Numerical analysis is the area of mathematics and computer science that creates, analyses, and implements algorithms for solving numerically the problems of continuous mathematics. Such problems originate generally from real-world applications of algebra, geometry, and calculus, and they involve variables which vary continuously.
In this subject we want to understand some fundamental concepts of the course as the following absolute and relative errors, numerical instability, unstable, convergence and divergence of the numerical methods.
The principle and theories of the course focused on some important theorems like mean value theorem, the fundamental theory in algebra, the fundamental theory in calculus and some concept of numerical analysis like error, absolute error, approximate solution and numerical methods.
This course will emphasize the development of numerical algorithms to provide solutions to common problems formulated in science and engineering. The primary objective of the course is to develop the basic understanding of the construction of numerical algorithms, and perhaps more importantly, the applicability and limits of their appropriate use. The emphasis of the course will be the thorough study of numerical algorithms to understand (i) the guaranteed accuracy that various methods provide, (2) the efficiency and scalability for large scale systems. and (3) issues of stability. also, the course provides an introduction to scientific computing. Several numerical methods are presented for the computer solution of mathematical problems arising in different applications. The software MATLAB is used to solve the problems and verify the theoretical properties of the numerical methods. ### Probability 2nd Course ### Observation & Teaching Practice

Observation and Practice is a course given to the senior students, it assists the forth graders to be proficient enough in Basic school classroom teaching observation for about two months from October to February, then practice real English language teaching for about a moth and half in February and March. So, the course develop the teaching practitioners from theoretical knowledge to practical knowledge, from theory and observation to practice.

### E-Methods of Research ### E-Numerical Analysis

Numerical analysis is the area of mathematics and computer science that creates, analyses, and implements algorithms for solving numerically the problems of continuous mathematics. Such problems originate generally from real-world applications of algebra, geometry, and calculus, and they involve variables which vary continuously.
In this subject we want to understand some fundamental concepts of the course as the following absolute and relative errors, numerical instability, unstable, convergence and divergence of the numerical methods.
The principle and theories of the course focused on some important theorems like mean value theorem, the fundamental theory in algebra, the fundamental theory in calculus and some concept of numerical analysis like error, absolute error, approximate solution and numerical methods.
This course will emphasize the development of numerical algorithms to provide solutions to common problems formulated in science and engineering. The primary objective of the course is to develop the basic understanding of the construction of numerical algorithms, and perhaps more importantly, the applicability and limits of their appropriate use. The emphasis of the course will be the thorough study of numerical algorithms to understand (i) the guaranteed accuracy that various methods provide, (2) the efficiency and scalability for large scale systems. and (3) issues of stability. also, the course provides an introduction to scientific computing. Several numerical methods are presented for the computer solution of mathematical problems arising in different applications. The software MATLAB is used to solve the problems and verify the theoretical properties of the numerical methods. 