Link to the course web page: https://web.math.pmf.unizg.hr/nastava/difraf/
Link to the notices web page: https://www.pmf.unizg.hr/math/predmet/ifvv_a
Code: 
186319 
ECTS:  8.0 
Lecturers in charge: 
izv. prof. dr. sc.
Ilja Gogić  Lectures prof. dr. sc. Josip Tambača  Lectures 
Lecturers: 
Aleksandar Bulj, mag. math.
 Exercises Tomislav Kralj  Exercises 
Load:  


Description:  
COURSE AIMS AND OBJECTIVES: The aim of the course is to introduce Riemann multiple integrals, as well as line and surface integrals. Special attention is given to double integrals and the main results about them: Lebesgue's characterization of Riemann integrability, Fubini's theorem and the Change of variables theorem. After that the course covers integration of vector fields and differential forms, and the classical theorems: Green's theorem, Gauss  Ostrogradski divergence theorem and Stokes theorem. 

Literature:  


Prerequisit for:  
Enrollment : 
4. semester 
Mandatory course  Regular study  Mathematics 
Link to the course web page: https://web.math.pmf.unizg.hr/nastava/difraf/
Link to the notices web page: https://www.pmf.unizg.hr/math/predmet/ifvv_a