Cycle of education: 2018/2019
The name of the faculty organization unit: The faculty Mathematics and Applied Physics
The name of the field of study: Mathematics
The area of study: sciences
The profile of studing:
The level of study: second degree study
Type of study: full time
discipline specialities : Applications of Mathematics in Computer Science, Applications of Mathematics in Economics
The degree after graduating from university:
The name of the module department : Departament of Discrete Mathematics
The code of the module: 1492
The module status: mandatory for the speciality Applications of Mathematics in Economics
The position in the studies teaching programme: sem: 1 / W30 L30 / 5 ECTS / Z
The language of the lecture: Polish
The name of the coordinator: Dorota Bród, PhD
office hours of the coordinator: terminy konsultacji na stronie domowej
semester 1: Adrian Michalski, PhD , office hours on the home-page
The main aim of study: To acquaint students with basic types of securities and methods of their valuation.on the Polish market.
The general information about the module: To familiarize students with short- and long-term securities occurring on the Polish market, such as bills of exchange, Treasury bills, deposit certificates, stocks or bonds, and methods of their valuation. To talk over methods of portfolio construction based on the expected rate of return and the risk.
1 | E.Jabłońska, W.Jabłoński | Rachunek papierów wartościowych | Oficyna Wydawnicza Politechniki Rzeszowskiej, Rzeszów. | 2010 |
2 | K.Jajuga, T.Jajuga | Inwestycje: instrumenty finansowe, aktywa niefinansowe, ryzyko finansowe, inżynieria finansowa | Wyd. Naukowe PWN, Warszawa. | 2007 |
1 | E.Jabłońska, W.Jabłoński | Rachunek papierów wartościowych | Oficyna Wydawnicza Politechniki Rzeszowskiej, Rzeszów. | 2010 |
2 | M.Matłoka, J.Światłowski | Matematyka finansowa i funkcje finansowe arkusza kalkulacyjnego | Wyd. Wyższej Szkoły Bankowej w Poznaniu, Poznań. | 2003 |
3 | M.Sobczyk | Matematyka finansowa: podstawy teoretyczne, przykłady, zadania | Wyd. PLACET, Warszawa . | 2008 |
1 | W. Bień | Rynek papierów wartościowych | Wyd. Difin, Warszawa. | 2008 |
2 | K.Jajuga, T.Jajuga | Jak inwestować w papiery wartościowe | Wyd. Naukowe PWN, Warszawa. | 1994 |
Formal requirements: A student has completed undergraduate degree in mathematics.
Basic requirements in category knowledge: basic knowledge in fields of mathematical analysis, statistics, computer science (spreadsheet) and financial mathematics
Basic requirements in category skills: to know how to calculate a presentvalue and a future value of money, a mean value and a standard deviation of a random variable, a value of the standardized normal distribution , as well as local ext
Basic requirements in category social competences: Student understands the necessity of the systematic learning.
MEK | The student who completed the module | Types of classes / teaching methods leading to achieving a given outcome of teaching | Methods of verifying every mentioned outcome of teaching | Relationships with KEK | Relationships with OEK |
---|---|---|---|---|---|
01 | he knows what are a bill of exchange and a deposit certificate. | lectures | test, observation students' work during laboratories |
K_W04+ |
X2A_W02+ |
02 | he knows, what is a Treasury bill and he can calculate theTreasury bill yield in spreadsheet | lecture, laboratory | test, observation students' work during laboratories |
K_W04+ K_K03+ |
X2A_W02+ X2A_K02+ X2A_K05++ X2A_K06+ X2A_K07++ |
03 | he knows, what a bond is and he knows types of Treasury bonds in Poland | lecture, laboratory | test, observation students' work during laboratories |
K_W04++ K_U18+ K_K03+ |
X2A_W02+ X2A_U02+ X2A_U04+ X2A_U06+ X2A_K02+ X2A_K05++ X2A_K06+ X2A_K07+++ |
04 | he knows what a stock is, he knows dividend yield growth models and he can use them to calculate the current stock price in spreadsheet | lecture, laboratory | test, observation students' work during laboratories |
K_W04+ K_U16+ |
X2A_W02++ X2A_U02+ X2A_U06+ |
05 | he knows, what a rate of return and a risk of equity portfolio are and he can to calculate them using spreadsheet | lecture, laboratory | test, observation students' work during laboratories |
K_W04++ K_K03+ |
X2A_W02+++ X2A_K02++ X2A_K05+++ X2A_K06+ X2A_K07+++ |
Attention: Depending on the epidemic situation, verification of the achieved learning outcomes specified in the study program, in particular credits and examinations at the end of specific classes, can be implemented remotely (real-time meetings).
Sem. | TK | The content | realized in | MEK |
---|---|---|---|---|
1 | TK01 | L01 | MEK02 | |
1 | TK02 | W01 | MEK01 MEK02 MEK03 MEK04 MEK05 | |
1 | TK03 | W02-W03, L02-L03 | MEK01 | |
1 | TK04 | W04-W05, L03-L04 | MEK02 | |
1 | TK05 | W06-W07, L05 | MEK01 | |
1 | TK06 | W08-W09, L06-L07 | MEK03 | |
1 | TK07 | L08 | MEK01 MEK02 MEK03 | |
1 | TK08 | W10-W12, L09-L11 | MEK04 MEK05 | |
1 | TK09 | W13-W15, L12, L13, L15 | MEK04 | |
1 | TK10 | L14 | MEK04 MEK05 |
The type of classes | The work before classes | The participation in classes | The work after classes |
---|---|---|---|
Lecture (sem. 1) | The preparation for a test:
20.00 hours/sem. |
contact hours:
30.00 hours/sem. |
complementing/reading through notes:
5.00 hours/sem. Studying the recommended bibliography: 5.00 hours/sem. |
Laboratory (sem. 1) | The preparation for a Laboratory:
5.00 hours/sem. The preparation for a test: 30.00 hours/sem. |
contact hours:
30.00 hours/sem. |
Finishing/Making the report:
3.00 hours/sem. |
Advice (sem. 1) | |||
Credit (sem. 1) |
The type of classes | The way of giving the final grade |
---|---|
Lecture | Lecture is based on the activity. |
Laboratory | Evaluation is the arithmetic mean of the two tests. |
The final grade | Evaluation of the course is a grade from laboratory. |
Required during the exam/when receiving the credit
(-)
Realized during classes/laboratories/projects
(-)
Others
(-)
Can a student use any teaching aids during the exam/when receiving the credit : yes
Available materials : table of the normal distribution, calculator, the list of formulas