1. Course Title | Statistics and Random Processes | |||||||
2. Code | 3ФЕИТ08З014 | |||||||
3. Study program | KTI | |||||||
4. Organizer of the study program (unit, institute, department) | Faculty of Electrical Engineering and Information Technologies | |||||||
5. Degree (first, second, third cycle) | First cycle | |||||||
6. Academic year/semester | IV/7 | 7. Number of ECTS credits | 6.00 | |||||
8. Lecturer | Dr Vesna Andova | |||||||
9. Course Prerequisites | Passed: Probability | |||||||
10. Course Goals (acquired competencies): Adopt the basic concepts and methods from random processes and systems. Development of analytical thinking, critical abilities, problem solving, ability to analyze and synthesize. |
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11. Course Syllabus: Descriptive statistics. Data and types of data. Displaying data. Estimation of parameters. Method moment. Maximum-Likelihood Estimation method. Confidence intervals. Testing of parametric hypotheses. Testing nonparametric tests. Pirsons test, Kolmogorov, Kolmogorov-Smirnov test. Random processes-general terms. Markov chains. Poisson’s process. Generalization of the Poisson process. Queuening systems |
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12. Learning methods: Lectures, presentations, auditory exercises | ||||||||
13. Total number of course hours | 3 + 2 + 0 + 0 | |||||||
14. Distribution of course hours | 180 | |||||||
15. Forms of teaching | 15.1. Lectures-theoretical teaching | 45 | ||||||
15.2. Exercises (laboratory, practice classes), seminars, teamwork | 30 | |||||||
16. Other course activities | 16.1. Projects, seminar papers | 35 | ||||||
16.2. Individual tasks | 20 | |||||||
16.3. Homework and self-learning | 50 | |||||||
17. Grading | 17.1. Exams | 35 | ||||||
17.2. Seminar work/project (presentation: written and oral) | 0 | |||||||
17.3. Activity and participation | 0 | |||||||
17.4. Final exam | 65 | |||||||
18. Grading criteria (points) | 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. Conditions for acquiring teacher’s signature and for taking final exam | completed lab work | |||||||
20. Forms of assessment | During the semester, two tests are planned, each with a duration of up to 60 minutes (in the 8th and 15th week) and an assignment. The assignment should be submitted before the end of the semester. For students who have passed the tests, a final oral exam lasting 60 minutes may be administered. The final grade includes the test scores, the project assignment, and the final oral exam. It is not allowed to use literature during partial exams unless otherwise stated. In the exam sessions, there is a written exam with a duration of 120 minutes. For students who have passed the written exam, a final oral exam can be conducted. The points from the written exam and the final oral exam are included in the final grade. The written exam consists of two parts, the theoretical part of which is not allowed to use notes | |||||||
21. Language | Macedonian and English | |||||||
22. Method of monitoring of teaching quality | Internal evaluation and surveys | |||||||
23. Literature | ||||||||
23.1. Required Literature | ||||||||
No. | Author | Title | Publisher | Year | ||||
1 | John A. Rice | Mathematical Statistics and Data Analysis | Ars Lamina | 2014 | ||||
2 | А. Field | Discovering statistics using SPSS | SAGE Publications | 2005 | ||||
3 | Oliver C. Ibe | Fundamentals of Applied Probability and Random Processes | Elsevier | 2005 | ||||
23.2. Additional Literature | ||||||||
No. | Author | Title | Publisher | Year | ||||
1 | S. Brandt | Data Analysis, Statistical and Computational Methods for Scientists and Engineers | Springer | 1998 | ||||
2 | Милан Меркле | Вероватноћа и статистика за инжењере и студенте технике | Академска Мисао, Београд | 2010 |