This course aims to acquaint students with the basic knowledge of numerical solution of some differential equations. Students will be familiar with classification of equations initial and boundary value problems and relation between Volterra and Fredholm integrals. They may easily understand the features of topics used at the area of information other courses. They will be able to make applications related to biology, and other sciences.

Introduction to MATLAB and integral theory, Local truncation errors, Butcher table and Runge-Kutta method And Adams methods, Linear and Nonlinear Volterra integral equations of the second kind, Numerical stability of Multi-step methods.