Study Programmes and Branches of Doctoral Studies

Academic Year 2020/2021


Study Programme Algebra, number theory, and mathematical logic

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Atmospheric physics, meteorology and climatology

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Computational linguistics

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Computational mathematics

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Computer Science – Software Systems

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Computer Science – Theory of Computing, Discrete Models and Optimization

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Computer Science – Visual computing and computer games

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Geometry, topology, and global analysis

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Mathematical analysis

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Mathematical and computer modeling

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Prospects for graduates: The holder of the diploma graduated from the doctoral study of a program which is combined between mathematics and classical physics and is directed to modelling in the physics of solids, liquids and gases with possible applications in the material science, geophysics, biology or medicine. Due to the content of the doctoral thesis the student dealt with creation or properties of models in mechanics and thermodynamics of fluids and solids, the connected mathematical or numerical analysis of the corresponding systems of partial differential equations or their numerical solution. The graduates of this program have good knowledge of mathematical and numerical analysis, classical physics and applications of numerical methods, and are able to fomulate, analyze and numerically solve real world problems.

Details of study:

Study Programme Particle and Nuclear Physics

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Physics Education and General Problems of Physics

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Physics of nanostructures and nanomaterials

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Physics of Plasmas and Ionized Media

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Physics of Surfaces and Interfaces

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Physics of the Earth and Planets

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Probability and statistics, econometrics and financial mathematics

Form of study: combined, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Probability and statistics, econometrics and financial mathematics 

Form of study: full-time, full-time

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Quantum Optics and Optoelectronics

Form of study: full-time, full-time

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Quantum Optics and Optoelectronics 

Form of study: combined, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Theoretical Computer Science and Artificial Intelligence

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

Study Programme Theoretical Physics, Astronomy and Astrophysics

Form of study: full-time, combined, full-time, combined

Possible acceptance without taking the entrance examination, for requirements see Admission procedure.

Details of study:

 

Charles University, Faculty of Mathematics and Physics
Ke Karlovu 3, 121 16 Praha 2, Czech Republic
VAT ID: CZ00216208

HR Award at Charles University

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