The graduate of the master's programme Computational Mathematics has obtained a knowledge in basic fields of numerical mathematics and computational techniques as well as of the theory of partial differential equations and he/she is able to apply them to the numerical solution of problems in applications, including an efficient computer implementation. For a given problem, he/she is able to design or choose a suitable numerical method, carry out its numerical analysis, implement the computer realization including the analysis of computational error and assess how much the computational results approach the reality.

He/she has a sufficient qualification for both a doctoral study at a Czech or foreign university and a career in the practice, in particular, in industry, basic and applied research or in public administration.