Advanced algebraic structures

Advanced algebraic structures

1.

Subject title

Advanced algebraic structures

Напредни алгебарски структури

2.

Code

m23_w_047

3.

Study program

Cloud Computing, Data science in computer science and engineering, Bioinformatics, Еducation with ICT, Eco-informatics, Inteligent Systems, Internet Technologies and cyber security, Computer Science, Statistics and Data Analytics, Software for embedded systems, Software Engineering, Cloud Computing, IT management, Bioinformatics, Security, Cryptography and Coding, Statistics and Data Analytics, Software Engineering, IT management, Security, Cryptography and Coding,

4.

Organizer of the study program (unit, institute, department, division)

Faculty of Information Sciences and Computer Engineering

5.

Study cycle (first, second, third)

Втор циклус

6.

Academic year / semester

5 / Зимски

7. Number of ECTS credits

6.0

8.

Instructor

проф. д-р Наташа Илиевска

9.

Prerequisites for enrollment

10.

Subject goals and competencies:


Introduction of algebraic structures that will be used in other subjects from studies

11.

Subject content:


Study of the structures and properties of: • Grupoids: half -groups, groups and quasigroup • Multi -operations algebro: rings, fields, algebra bools • Relational algebra Special reference to the final algebraic structures of the previous species, which are important for the received.

12.

Learning methods:


Предавања, проекти, дискусии, работилници

13.

Total available time fund

6.0 ECTS x 30 hours = 180 hours

14.

Time distribution

60 + + 45 + 45 + 30 = 180 hours

15.

Forms of teaching activities

15.1.

Lectures - theoretical teaching

60 hours

15.2.

Exercises (laboratory, classroom), seminars, team work

hours

16.

Other forms of activities

16.1.

Project tasks

45 hours

16.2.

Independent tasks

45 hours

16.3.

Homework

30 hours

17.

Grading method

17.1.

Tests

50 points

17.2.

Seminar work / project (presentation: written and oral)

45 points

17.3.

Activities and learning

20 points

17.4.

Final exam

0 points

18.

Grading criteria (points / grade)

up to 50 points

5 (five) (F)

from 51 to 60 points

6 (six) (E)

from 61 to 70 points

7 (seven) (D)

from 71 to 80 points

8 (eight) (C)

from 81 to 90 points

9 (nine) (B)

from 91 to 100 points

10 (ten) (A)

19.

Condition for signature and taking final exam

Реализирани активности 15, 16

20.

Language of instruction

Македонски и англиски

21.

Quality assurance method

Механизам на интерна евалуација и анкети

22.

Literature

22.1.

Mandatory literature

No.

Author

Title

Publisher

Year

7788

Ѓ. Чупона

Предавања по алгебра

УКИМ, Скопје

2000

7789

Peter J. Cameron

Notes on Algebraic Structures

2006

22.2.

Additional literature

No.

Author

Title

Publisher

Year