Information on study programme

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Faculty Faculty of Science (PRF)
Study programme unspecified (B0114A300122)
Branch of study / Specialization unspecified (B0114A300122/1 - A21)
Level of acquired qualification Bachelor
Form of study Full-time
Standard length of study 3 years
Number of ECTS credits 180
Qualification awarded Bachelor (0)
Access to further studies Master study programme  
Type of completion State Final Exam
Study and Examination Code URL
Faculty coordinator for international students unspecified
Key learning outcomes unspecified
Specific admission requirements unspecified
Specific provisions for recognition of prior learning unspecified
Qualification requirements and regulations unspecified
Profile of the programme unspecified
Persistence requirements unspecified
Occupational profiles of graduates with examples unspecified
Branch of study / Specialization guarantor Eisenmann Petr, doc. PaedDr. CSc.

List of study plans for individual branches which may be combined with the selected branch.

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Branch of study name / specialization (branch of study code, study plan Stage and Version)
Select combination null (B0114A300118/2 - 1 - A21)
null (B0114A300119/2 - 1 - A21)
Select combination null (B0114A300120/2 - 1 - A21)
Select combination null (B0114A300121/2 - 1 - A21)
Select combination null (B0114A300124/2 - 1 - A21), null (B0114A300124/2 - 1 - A24)
Select combination null (B0114A300125/2 - 1 - A21), null (B0114A300125/2 - 1 - A24)
Select combination null (B0114A300126/2 - 1 - A24), null (B0114A300126/2 - 1 - A21)
Select combination null (B0114A300128/2 - 1 - A21)
Select combination null (B0114A300129/2 - 1 - A21), null (B0114A300129/2 - 1 - A24)
Select combination null (B0114A330005/2 - 1 - A21)
Select combination null (B0114A300116/2 - 1 - A21), null (B0114A300116/2 - 1 - A24)
Select combination null (B0114A300117/2 - 1 - A21)
Select combination null (B0114A300115/2 - 1 - A21)
Status Recommended year of study Recommended semester Course code Course title (* Final State Examination) Language of instruction Number of ECTS credits Course availability
A Compulsory - - KMA/SZZ2O Mathematics for Education  (*) Czech 0  
A Compulsory - - KFY/SZZ2O Physics for Education  (*) Czech 0  
A Compulsory 1 Summer KMA/OPM Scientific Presentations in Mathematics Czech 1  
A Compulsory 1 Summer KFHS/B305 Introduction to Philosophy Czech 2  
A Compulsory 1 Summer KMA/KGR Combinatorics and Graph Teory Czech 4  
A Compulsory 1 Summer KMA/AGE Analytic Geometry Czech 5  
A Compulsory 1 Summer KMA/CA2 Mathematical Analysis II Czech 5  
B Compulsory option 1 Summer KMA/AAP Algebra with Applications Czech 4  
B Compulsory option 1 Summer KMA/UDR Introduction to R Language Czech 1  
A Compulsory 1 Summer KMA/MT2 Mathematics II Czech 5  
A Compulsory 1 Summer KFY/FPA Laboratory Excercises A Czech 2  
A Compulsory 1 Summer KFY/MF1 Mathematical Apparatus of Physics I Czech 2  
A Compulsory 1 Summer KFY/TERM Thermal and Molecular Physics Czech English 3  
A Compulsory 1 Summer KFY/ELMG Electricity and Magnetism Czech English 7  
A Compulsory 1 Winter KMA/ZAM Foundations of Mathematics Czech 5  
A Compulsory 1 Winter KMA/LAG Linear Algebra Czech 5  
A Compulsory 1 Winter KMA/CA1 Mathematical Analysis I Czech 6  
B Compulsory option 1 Winter KMA/MEX Mathematical Excursion Czech 1  
A Compulsory 1 Winter KFY/UMER Introduction to the Theory of Measurements Czech English 1  
A Compulsory 1 Winter KMA/RPC Mathematical Repetitorium Czech 1  
A Compulsory 1 Winter KMA/MT1 Mathematics I Czech 4  
A Compulsory 1 Winter KFY/MECH Mechanics Czech 5  
A Compulsory 2 Summer KMA/PSPP Preparation Seminar for Teaching Practice Czech 1  
A Compulsory 2 Summer KMA/MA3 Mathematical Analysis III Czech 5  
A Compulsory 2 Summer CPPV/KPP Clinical pedagogical practice Czech 1  
A Compulsory 2 Summer KMA/ALG Algebra Czech 5  
A Compulsory 2 Summer KMA/MRU Methods of Mathematical Problem Solving Czech 2  
B Compulsory option 2 Summer KMA/LTX Introduction to LaTeX Czech 2  
B Compulsory option 2 Summer KMA/CAS Time Series Czech 2  
A Compulsory 2 Summer KFY/TMCH Theoretical Mechanics Czech 6  
A Compulsory 2 Summer KFY/ATOM Atomic and Nuclear Physics Czech 6  
A Compulsory 2 Summer KFY/FPC Laboratory Excercises C Czech 3  
A Compulsory 2 Winter KI/IKT1 Information and Communication Technologies I Czech 1  
A Compulsory 2 Winter KMA/PST Probability and Statistics Czech 5  
A Compulsory 2 Winter KMA/USW Introduction to Mathematical Software Czech 2  
A Compulsory 2 Winter KI/IKT2 Information and Communication Technologies II Czech 1  
A Compulsory 2 Winter KMA/GE1 Geometry I Czech 4  
A Compulsory 2 Winter CPPV/PPOB Observational pedagogical practice Czech 1  
A Compulsory 2 Winter KFY/FPB Laboratory Excercises B Czech 3  
A Compulsory 2 Winter KFY/MF2 Mathematical Apparatus of Physics II Czech 4  
A Compulsory 2 Winter KFY/OPT Oscillations and Waves. Optics. Czech English 7  
A Compulsory 3 Summer KMA/MSB Seminar of Mathematics Czech 2  
A Compulsory 3 Summer KMA/BP2O Bachelor's Thesis Czech 6  
A Compulsory 3 Summer KMA/RSPP Reflective Seminar for Teaching Practice Czech 1  
A Compulsory 3 Summer KMA/AMU Applied Mathematics for Teachers Czech 2  
B Compulsory option 3 Summer KMA/THE Game Theory Czech 5  
A Compulsory 3 Summer KFY/ELNK Electronics Czech English 3  
A Compulsory 3 Summer KFY/SEFU Physical Problems from the Physical Tasks Czech 1  
A Compulsory 3 Summer KFY/DIDS Physics Didactics Seminar Czech 2  
A Compulsory 3 Winter KMA/SBP Bachelor's Thesis Seminar Czech 2  
A Compulsory 3 Winter KMA/TAR Theoretical Arithmetic Czech 5  
A Compulsory 3 Winter KMA/UDM Introduction to Mathematics Education Czech 3  
A Compulsory 3 Winter KMA/GE2 Geometry II Czech 6  
A Compulsory 3 Winter CPPV/APP Teaching assistant practice Czech 2  
A Compulsory 3 Winter KFY/POKF School Experiments in Physics Czech 2  
A Compulsory 3 Winter KFY/UKVM Introduction to quantum mechanics Czech 3  
A Compulsory 3 Winter KFY/FPD Laboratory Excercises D Czech 3