Link to the course web page: https://web.math.pmf.unizg.hr/nastava/ts/
Code: 
93082 
ECTS:  6.0 
Lecturers in charge: 
doc. dr. sc.
Vedran Čačić
prof. dr. sc. Ozren Perše 
Lecturers: 
Sebastijan Horvat
, mag. inf. et math.  Exercises Bruno Predojević , mag. math.  Exercises 
English level:
1,0,0 
All teaching activities will be held in Croatian. However, foreign students in mixed groups will have the opportunity to attend additional office hours with the lecturer and teaching assistants in English to help master the course materials. Additionally, the lecturer will refer foreign students to the corresponding literature in English, as well as give them the possibility of taking the associated exams in English. 
Load:  


Description:  
COURSE AIMS AND OBJECTIVES: The course is divided into two parts. Naive set theory is studied in the first part. The notions of countable and uncountable sets are considered and the notions related to ordered sets are defined. The main aim of the first part is to motivate introduction of axioms. In the second part is considered ZermeloFraenkel set theory. The notions of ordinal and cardinal numbers are defined, and the enumeration theorem is proved. At the end the axiom of choice is studied. 

Literature:  


Prerequisit for:  
Enrollment : 
7. semester 
Izborni matematički predmet 4  Regular study  Mathematics and Physics Education 