University of Montenegro

/ Faculty of Science and Mathematics / MATHEMATICS

Study program

Level of studies: BACHELOR

Type of studies: Akademske

Financing: B

Learning outcomes:

Ability to learn independently in the area of mathematics Ability to identify and solve basic mathematical problems Ability to solve classic problems in the area of mathematical analysis, algebra, geometry, topology, probability and mathematical statistics Ability to upgrade mathematical knowledge and to professionally develop further Ability to use specialized literature Awareness of the need for further professional development/ education

Courses

Sem	Course	Plan	Fond	ECTS	Status
Sem	Course	Plan	Fond	ECTS	Status
1	LINEAR ALGEBRA 1	2017	4+3+0	8	O
1	ANALYSIS 1	2017	4+3+0	8	O
1	COMPUTERS AND PROGRAMMING	2017	3+3+0	6	O
1	INTRODUCTION TO MATHEMATICAL LOGIC	2017	2+1+0	4	O
1	ENGLISH LANGUAGE 1	2017	2+1+0	4	O
2	ANALYSIS 2	2017	4+3+0	8	O
2	PRINCIPLES OF PROGRAMMING	2017	3+2+0	6	O
2	LINEAR ALGEBRA 2	2017	2+2+0	6	O
2	ANALYTIC GEOMETRY	2017	2+2+0	4	O
2	GEOMETRY OF SPACE LEVELS	2017	2+2+0	4	O
2	ENGLISH LANGUAGE 2	2017	2+1+0	2	O
3	ANALYSIS 3	2017	3+2+0	6	O
3	PROGRAMMING 1	2017	3+2+0	6	O
3	DISCRETE MATHEMATICS 1	2017	3+1+0	5	O
3	ALGEBRA 1	2017	2+2+0	5	O
3	MECHANICS	2017	3+2+0	5	O
3	ENGLISH LANGUAGE 3	2017	2+1+0	3	O
4	DIFFERENTIAL EQUATIONS	2017	3+2+0	6	O
4	PROGRAMMING 2	2017	3+2+0	6	O
4	ANALYSIS 4	2017	3+2+0	6	O
4	ALGEBRA 2	2017	2+2+0	5	O
4	DISCRETE MATHEMATICS 2	2017	3+1+0	5	O
4	ENGLISH LANGUAGE 4	2017	2+1+0	2	O
5	ALGEBRA 3	2017	4+3+0	8	O
5	NUMERICAL ANALYSIS	2017	2+2+0	6	O
5	PROBABILITY THEORY	2017	3+2+0	6	O
5	COMPLEX ANALYSIS 1	2017	2+2+0	5	O
5	FUNCTIONAL ANALYSIS	2017	3+1+0	5	O
6	STATISTICS	2017	3+2+0	6	O
6	PARTIAL EQUATIONS	2017	2+2+0	6	O
6	THEORY OF MESAURE	2017	2+2+0	6	O
6	MARKOV CHAINS	2017	3+1+0	6	O
6	MATHEMATICAL MODELING	2017	3+1+0	6	O
6	COMPLEX ANALYSIS 2	2017	3+2+0	6	O
6	INTRODUCTION TO DIFFERENTIAL GEOMETRY	2012	2+1+0	4	O