Course title  Proseminar in Mathematics I 

Course code  MU/01115 
Organizational form of instruction  Seminary 
Level of course  Bachelor 
Year of study  not specified 
Semester  Winter 
Number of ECTS credits  2 
Language of instruction  Czech 
Status of course  Compulsoryoptional 
Form of instruction  Facetoface 
Work placements  This is not an internship 
Recommended optional programme components  None 
Course availability  The course is available to visiting students 
Lecturer(s) 


Course content 
The Seminar will be devoted to various mathematical disciplines, which students will meet during their studies to a greater or lesser extent, and connections between them, both from a historical perspective and also from the perspective of contemporary modern science. Students will learn how and why complex numbers have developed and get a brief introduction to topology. We'll talk about infinite sets, and infinite sums, about the Pythagorean theorem and its connections with the university mathematics, about fractals and chaos, about solving a 5th degree polynomial equation and group theory, of graph theory, a nonEuclidean geometry, the history of the calculus e discovery and number theory and coding.

Learning activities and teaching methods 
unspecified 
Recommended literature 

Study plans that include the course 
Faculty  Study plan (Version)  Branch of study Category  Recommended year of study  Recommended semester 

Mathematical Institute in Opava  Mathematics (2F)  Mathematics courses  1  Winter 
Mathematical Institute in Opava  Mathematical Analysis (1IVT)  Mathematics courses  1  Winter 
Mathematical Institute in Opava  Applied Mathematics (2014IVT)  Mathematics courses  1  Winter 
Mathematical Institute in Opava  Mathematics (2014F)  Mathematics courses  1  Winter 
Mathematical Institute in Opava  Applied Mathematics (2014F)  Mathematics courses  1  Winter 
Mathematical Institute in Opava  Mathematics (2014IVT)  Mathematics courses  1  Winter 
Mathematical Institute in Opava  Mathematics (1IVT)  Mathematics courses  1  Winter 