Master in Computational mathematics

Computational mathematics is the branch of mathematics which is concerned primarily with ways in which to compute results to various problems by applying the theory of numerical analysis. Through the development and execution of sophisticated computer programs, approximate numerical solutions are achieved as opposed to the analytic solutions. As high speed computers provide ever increasing simulation capabilities, the importance of this field has never been greater. Current research interests include the numerical solution of differential equations of ordinary types, delay, fuzzy, algebraic and stiff. The area of focus is the Runge-Kutta method, multistep method, hybrid method, block method and parallel numerical method.