Solving mathematical problems of digital computers. Knowledge of the basis methods and technqiues, ability to understand and design numerical algorithms.

*) Introduction to the field: Constructive problem solving using digital computers; condition and stability, sources of error.

*) Standard tasks and algorithms: Systems of linear equations, polynomial and spline interpolation, extrapolation techniques, numerical quadrature (integration), iterative techniques for systems of linear and nonlinear equations.

LVA im Modul  'Numerische Mathematik',
Prüfungsfach  'Programmieren' und Numerische Mathematik'

oral examination

Es gibt ein Vorlesungsskript (siehe Unterlagen)

Undergraduate Analysis and Linear Algebra, programming, computer algebra