Computational Mathematics, Master | Charles University | Prague, Czech Republic
24 months
Duration
5700 EUR/year
3400 EUR/year
Unknown
Tuition fee
Unknown
Apply date
Unknown
Start date

About

Computational Mathematics from Charles University is devoted to the development, analysis, algorithmization, and implementation of methods for computer processing of mathematical models. It represents a transition from theoretical mathematics to practically useful results. 

Overview

Computational Mathematics from Charles University is a natural continuation of the bachelor's programme General Mathematics, branch Numerical Analysis and Mathematical Modelling at the Faculty of Mathematics and Physics of the Charles University. The programme Computational Mathematics is designed in such a way that it enables to admit also students who finished a bachelor's study of Mathematics of another branch or at another university, requiring that they complete the missing knowledge.

Students at Computational Mathematics from Charles University will:

  • obtain knowledge in basic fields of numerical mathematics and computational techniques as well as of the theory of partial differential equations 
  • be able to apply them to the numerical solution of problems in applications, including an efficient computer implementation.
  • be 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.
  • have 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.

Programme Structure

Courses include:

  • Finite Element Method 
  • Matrix Iterative Methods
  • Seminar in Numerical Mathematics
  • Inverse Problems and Regularization
  • Parallel Matrix Computations
  • Sparse Matrices in Direct Methods
  • Numerical Optimization Methods
  • Nonlinear Differential Equations
  • Numerical Solution of Evolutionary Equations
  • Mathematical Methods in Fluid Mechanics 
  • Numerical Solution of ODE
  • Discontinuous Galerkin Method
  • Shape and Material Optimisation

Key information

Duration

  • Full-time
    • 24 months

Start dates & application deadlines

Credits

120 ECTS

Delivered

On Campus

Academic requirements

We are not aware of any academic requirements for this programme.

Other requirements

General requirements

  • Hold or be working towards a Bachelor’s or Master’s diploma and provide a certified copy thereof;
  • Have sufficient command of the English language; this can be demonstrated by providing your results in one of the standardized English tests that we recognize 
  • Fill in the application form 
  • Submit the application form together with all the documents the faculty requires.
  • Pay the application fee. 

Tuition Fee

To alway see correct tuition fees
  • International

    5700 EUR/year
    Tuition Fee
    Based on the tuition of 5700 EUR per year during 24 months.
  • EU/EEA

    3400 EUR/year
    Tuition Fee
    Based on the tuition of 3400 EUR per year during 24 months.

The tuition fee for students from the EU is 84 000 CZK per academic year.

Living costs for Prague

15441 - 26241 CZK /month
Living costs

The living costs include the total expenses per month, covering accommodation, public transportation, utilities (electricity, internet), books and groceries.

Funding

Studyportals Tip: Students can search online for independent or external scholarships that can help fund their studies. Check the scholarships to see whether you are eligible to apply. Many scholarships are either merit-based or needs-based.

Our partners

Computational Mathematics
-
Charles University
Computational Mathematics
-
Charles University

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