After successful completion of the course, students are able to master the content mentioned below and thus basic algorithms of numerical mathematics. They have a basic knowledge of assessing the efficiency and accuracy of numerical algorithms and their implementation on computers.

Main topics of the course are:

• interpolation and approximiation
• quadrature (numerical integration)
• iterative techniques for systems of linear and nonlinear equations
• solving of Eigenvalue problems
• stability and condition
• computer artihmetic

Lecture on the theoretical basics and the practical and algorithmic aspects of the teaching content.

oral exam

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Undergraduate Analysis and Linear Algebra, programming, computer algebra