Numeric methods which deal with initial value problems will be discussed. In particular, the following contents are covered:
- One-step method (explicit/implicit): consistency, convergence, stability,
- Runge-Kutta methods,
- Control of step size,
- Methods for stiff problems: Gauß algorithm, collocation method.
Notice
Without a proof of successful participation in the exercise classes, only 3 credit points will be awarded for the module.