Information on study programme

» Branch of study categories » Mathematics courses
Faculty Mathematical Institute in Opava (MU)
Study programme Mathematics (N1101)
Branch of study Mathematical Analysis (1101T014/00 - 1)
Level of acquired qualification Follow-up study
Form of study Full-time
Standard length of study 2 years
Number of ECTS credits 120
Qualification awarded Master (Mgr.) (Mgr.)
Access to further studies Doctoral study programme  
Type of completion
Study and Examination Code URL
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 academical
Occupational profiles of graduates with examples academical
Branch of study guarantor ENGLIŠ Miroslav, prof. RNDr. DrSc.
Simple list of courses for the given plan Course list by year of study and semester Structured list of courses in the plan
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 1 Winter MU/03022 Seminar in Real Analysis I Czech 2 The course is available to visiting students
A Compulsory 1 Winter MU/03135 Partial Differential Equations II Czech 6 The course is available to visiting students
A Compulsory 1 Winter MU/18022 General Topology Czech 6 The course is available to visiting students
A Compulsory 1 Winter MU/03027 Complex Analysis Czech 6 The course is available to visiting students
A Compulsory 1 Winter MU/03021 Real Analysis I Czech 4 The course is available to visiting students
A Compulsory 1 Winter MU/03040 Seminar in Mathematical Analysis I Czech 4 The course is available to visiting students
A Compulsory 1 Winter MU/07111 Diploma Thesis I Czech 2  
B Compulsory option 1 Winter MU/18101 English for Mathematicians I English 2 The course is available to visiting students
B Compulsory option 1 Winter MU/03254 Chapters in Functional Analysis I Czech 6 The course is available to visiting students
B Compulsory option 1 Winter MU/03256 Mathematical Foundations of the General Theory of Relativity I Czech 6 The course is available to visiting students
B Compulsory option 1 Winter MU/03250 Projective Geometry I Czech 4 The course is available to visiting students
B Compulsory option 1 Winter MU/03260 Category Theory Czech 6 The course is available to visiting students
B Compulsory option 1 Winter MU/03263 Chapters in Topology I Czech 6 The course is available to visiting students
B Compulsory option 1 Winter MU/03056 Seminar in Discrete Dynamical Systems I Czech 4 The course is available to visiting students
A Compulsory 1 Summer MU/03143 Probability and Statistics II Czech 6 The course is available to visiting students
A Compulsory 1 Summer MU/03024 Seminar in Real Analysis II Czech 2 The course is available to visiting students
A Compulsory 1 Summer MU/06104 Logic and Set Theory Czech English 6 The course is available to visiting students
A Compulsory 1 Summer MU/03023 Real Analysis II Czech 4 The course is available to visiting students
A Compulsory 1 Summer MU/03041 Seminar in Mathematical Analysis II Czech 4 The course is available to visiting students
A Compulsory 1 Summer MU/03033 Numerical Analysis Czech 6 The course is available to visiting students
A Compulsory 1 Summer MU/07112 Diploma Thesis II Czech 2  
B Compulsory option 1 Summer MU/03257 Mathematical Foundations of the General Theory of Relativity II Czech 6 The course is available to visiting students
B Compulsory option 1 Summer MU/25011 Symbolic Computations Czech 6 The course is available to visiting students
B Compulsory option 1 Summer MU/03262 Introduction to the Theory of Lie Groups Czech 6 The course is available to visiting students
B Compulsory option 1 Summer MU/03057 Seminar in Discrete Dynamical Systems II Czech 4 The course is available to visiting students
B Compulsory option 1 Summer MU/03251 Projective Geometry II Czech 4 The course is available to visiting students
B Compulsory option 1 Summer MU/24054 Ordinary Differential Equations (Advanced Course) Czech 6 The course is available to visiting students
B Compulsory option 1 Summer MU/03255 Chapters in Functional Analysis II Czech 6 The course is available to visiting students
B Compulsory option 1 Summer MU/18102 English for Mathematicians II English 2 The course is available to visiting students
B Compulsory option 1 Summer MU/03264 Chapters in Topology II Czech English 6 The course is available to visiting students
A Compulsory 2 Winter MU/25006 Global Analysis Czech 6 The course is available to visiting students
A Compulsory 2 Winter MU/03049 Dynamical Systems I Czech 6 The course is available to visiting students
A Compulsory 2 Winter MU/03038 Differential Geometry I Czech 6 The course is available to visiting students
A Compulsory 2 Winter MU/07113 Diploma Thesis III Czech 2  
B Compulsory option 2 Winter MU/03258 Geometric Theory of Partial Differential Equations I Czech 6 The course is available to visiting students
B Compulsory option 2 Winter MU/03058 Seminar in Discrete Dynamical Systems III Czech 4 The course is available to visiting students
B Compulsory option 2 Winter MU/06113 Formation and Development of Mathematical Analysis Czech 2 The course is available to visiting students
B Compulsory option 2 Winter MU/03054 Seminar in Mathematical Analysis III Czech 4 The course is available to visiting students
A Compulsory 2 Summer MU/07114 Diploma Thesis IV Czech 2  
A Compulsory 2 Summer MU/03051 Dynamical Systems II Czech 6 The course is available to visiting students
A Compulsory 2 Summer MU/03039 Differential Geometry II Czech 8 The course is available to visiting students
B Compulsory option 2 Summer MU/03259 Geometric Theory of Partial Differential Equations II Czech 6 The course is available to visiting students
B Compulsory option 2 Summer MU/03059 Seminar in Discrete Dynamical Systems IV Czech 4 The course is available to visiting students
B Compulsory option 2 Summer MU/03055 Seminar in Mathematical Analysis IV Czech 4 The course is available to visiting students