Faculty  Faculty of Education (FPE)  

Study programme  Natural Science Studies (B1001)  
Branch of study  Studies in Mathematics (1101R044/0  17)  
Level of acquired qualification  Bachelor  
Form of study  Fulltime  
Standard length of study  3 years  
Number of ECTS credits  180  
Qualification awarded  Bachelor (Bc.)  
Access to further studies  Master study programme  
Type of completion  State Final Exam  
Study and Examination Code  URL  
Faculty coordinator for international students 


Key learning outcomes  The graduates have appropriate knowledge in field of mathematical fundamentals and they understand elementary proof techniques. They also orientate themselves in key disciplines of mathematics (mathematical analysis, geometry, algebra, perhaps even numerical methods or discrete mathematics). They are able to do calculations needed on their own or using specialized mathematical software and also study and analyze scientific literature or even create their own short scientific text. They have abilities in using information technologies.  
Specific admission requirements  Passing a written entrance examination  
Specific provisions for recognition of prior learning  General Rules for the Recognition of Previous Studies  
Qualification requirements and regulations  180 ECTS credits, Bachelor Thesis, Final State Examination  
Profile of the programme  This study programme is designed as an occupational one. It consists of blocks of theoretical courses (Mathematical Analysis, Algebra, Geometry). In addition to this theoretical background the students aquire knowleges from Methods of Mathematical Modelling, Discrete Mathematics, Probability and Statistics. This study programme is designed to equip the future graduate with theoretical background and skills necessary for study in a followup Master's study programme in a related field of study, namely in programme Teacher Training for Secondary Schools (Teacher Training in Mathematics).  
Occupational profiles of graduates with examples  educational field, state administration  
Branch of study guarantor  Hora Jaroslav, Doc. RNDr. CSc. 
Course list by year of study and semester 
1. year  2. year  3. year  Undetermined year  

Winter  Summer  Winter  Summer  Winter  Summer  Winter  Summer  









Total 60 credits  Total 60 credits  Total 60 credits  Total 60 credits  
Total 180 credits 
1. year  2. year  3. year  Undetermined year  

Winter  Summer  Winter  Summer  Winter  Summer  Winter  Summer  









Total 60 credits  Total 60 credits  Total 60 credits  Total 60 credits  
Total 180 credits 
1. year  2. year  3. year  Undetermined year  

Winter  Summer  Winter  Summer  Winter  Summer  Winter  Summer  









Total 60 credits  Total 60 credits  Total 60 credits  Total 60 credits  
Total 180 credits 
1. year  2. year  3. year  Undetermined year  

Winter  Summer  Winter  Summer  Winter  Summer  Winter  Summer  









Total 60 credits  Total 60 credits  Total 60 credits  Total 60 credits  
Total 180 credits 
1. year  2. year  3. year  Undetermined year  

Winter  Summer  Winter  Summer  Winter  Summer  Winter  Summer  









Total 60 credits  Total 60 credits  Total 60 credits  Total 60 credits  
Total 180 credits 
1. year  2. year  3. year  Undetermined year  

Winter  Summer  Winter  Summer  Winter  Summer  Winter  Summer  









Total 60 credits  Total 60 credits  Total 60 credits  Total 60 credits  
Total 180 credits 
1. year  2. year  3. year  Undetermined year  

Winter  Summer  Winter  Summer  Winter  Summer  Winter  Summer  









Total 60 credits  Total 60 credits  Total 60 credits  Total 60 credits  
Total 180 credits 