POLITECHNIKA RZESZOWSKA im. Ignacego Łukasiewicza

Cycle of education: 2018/2019

Course: Mathematics

Education area: sciences
Level of education: first degree study
Profile of education: general academic
Form of study: full time

Speciality: Applications of Mathematics in Economics

L - Lecture; C - Class; Lab - Laboratory; P - Project/Seminar

Semester	Org.Unit	Module	L	C	Lab	P	Sum of hours	ECTS	Exam	Mand.
1	FD	Linear Algebra and Analytic Geometry	45	45	0	0	90	6	Y
1	FM	Mathematical Analysis I	60	60	0	0	120	8	Y
1	ZB	Labor Hygiene Safety and Ergonomics	15	0	0	0	15	1	N
1	FM	Economics I	30	30	0	0	60	5	N
1	ZH	History of Economics	30	0	0	0	30	2	N
1	FD	Repetitory course	0	30	0	0	30	2	N
1	FB	Introduction to logic and set theory	30	30	0	0	60	6	Y
Sum for semester: 1			210	195	0	0	405	30	3	0

2	FM	Linear algebra	30	30	0	0	60	6	Y
2	FM	Mathematical analysis II	60	60	0	0	120	8	Y
2	ZE	Economics II	30	30	0	0	60	4	Y
2	FD	Discrete mathematics	30	15	0	0	45	3	N
2	FM	Financial Mathematics	30	15	0	0	45	3	N
2	FA	Methods of solving mathematical problems	0	30	0	0	30	2	N
2	FB	Introduction to Computer Science	15	0	30	0	45	4	N
Sum for semester: 2			195	180	30	0	405	30	3	0

3	FA	General Algebra and Number Theory	30	30	0	0	60	6	Y
3	FM	Mathematical Analysis III	30	30	0	0	60	5	N
3	FB	Computer Science - Mathematical software	15	0	30	0	45	5	Y
3	DJ	English (B)	0	30	0	0	30	2	N
3	ZF	Principals of accounting	30	30	0	0	60	4	N
3	FM	Topology of metric spaces	30	30	0	0	60	5	Y
3	DL	Physical education	0	30	0	0	30	0	N
3	FM	Monographic lecture I - Jordan measure, properties and applications of Jordan measure	30	15	0	0	45	3	N
Sum for semester: 3			165	195	30	0	390	30	3	0

4	FM	Mathematical Analysis IV	30	30	0	0	60	6	Y
4	DJ	English (B)	0	30	0	0	30	2	N
4	ZP	Intellectual Property Protection	15	0	0	0	15	1	N
4	FA	Proseminar	0	30	0	0	30	2	N
4	ZH	Subject humanistic - contemporary political history	0	30	0	0	30	3	N
4	FB	Probability	30	30	0	0	60	6	Y
4	FM	Differential Equations	30	30	0	0	60	5	Y
4	FB	Information Technology	15	0	15	0	30	2	N
4	FB	Introduction to the theory of complex functions	30	15	0	0	45	3	Y
4	DL	Physical education	0	30	0	0	30	0	N
Sum for semester: 4			150	225	15	0	390	30	4	0

5	FA	Operations Research/ Optimization Theory	30	30	0	0	60	5	N
5	DJ	English (B)	0	60	0	0	60	5	Y
5	FB	Numerical Methods	15	15	0	0	30	2	N
5	FB	Student Practice	0	0	0	0	0	5	N
5	FM	Graduate seminar	0	0	0	30	30	3	N
5	FB	Statistics	30	15	15	0	60	3	N
5	FD	Monographic lecture II	30	15	0	0	45	3	N
5	FM	Monographic lecture III	30	15	0	0	45	4	Y
Sum for semester: 5			135	150	15	30	330	30	2	0

6	FD	Econometrics/ Difference Equations	30	30	0	0	60	6	Y
6	FB	Mathematical economics	30	15	0	0	45	5	Y
6	FF	Physics	30	0	0	0	30	2	N
6	FB	Actuarial Mathematics	30	15	0	0	45	4	N
6	FD	Diploma Thesis	0	0	0	0	0	10	N
6	FM	Graduate seminar	0	0	0	30	30	3	N
Sum for semester: 6			120	60	0	30	210	30	2	0

TOTAL FOR ALL SEMESTER:			975	1005	90	60	2130	180	17	0