Infopaket

Coursework «Operations Research»

ДВС.3.09

Вибіркова дисципліна для ОП

First

2022/2023

6 Semester

2

РН09. Build algorithms that are efficient in terms of calculation accuracy, stability, speed and cost of system resources for numerical study of mathematical models and solving practical problems. PH17. Be able to collect, process, analyze, systematize scientific and technical information, while avoiding academic dishonesty. PRN22.2. Have knowledge of the fundamentals of mathematical modeling and optimal management, to the extent necessary for the development of general professional applied disciplines and use the relevant knowledge in the chosen profession;

Full-time form

To successfully complete the course work, students must meet the following requirements: Know: basic elements of algebra, geometry and operations research; algorithmic principles in modeling, design, development and maintenance of deterministic and stochastic systems. Be able to: apply in practice algorithmic principles in modeling, design, development and maintenance of deterministic and stochastic systems; to develop, implement and maintain deterministic and stochastic models in organizational, technical, natural and socio-economic systems. Have basic skills: solving algebra problems, operations research, probability theory, etc.

The course work is an elective component of the educational-professional training program for the first (bachelor's) level of higher education in the field of knowledge 11 "Mathematics and Statistics" in the specialty 113 "Applied Mathematics" within the educational-professional program "Applied Mathematics"

1. Tolbatov YU. A. Matematychne prohramuvannya : pidruch. dlya stud. vyshch. navch. zakl. / YU. A. Tolbatov, YE. YU. Tolbatov. – Ternopilʹ : Pidruchnyky i posibnyky, 2008. – 432 s. 2. YU.D.Popov, V.I.Tyuptya, V.I.Shevchenko “Metody optymizatsiyi”, K.,2000 3. Larionov YU. I. Doslidzhennya operatsiy v informatsiynykh systemakh : navch. posibnyk / YU. I. Larionov, V. M. Levykin, M. A. Khazhmuradov. – 2-he vyd. – Kharkiv : Kompaniya SMIT, 2005. – 364 s. 4. Iksanov A. Renewal theory for perturbed random walks and similar processes. Cham: Birkhauser, 2016.-250 p. 5. L.L. Omelʹchuk, A.B. Stavrovsʹkyy. Metodychni vkazivky z pidhotovky ta oformlennya kvalifikatsiynykh ta kursovykh robit dlya studentiv fakulʹtetu kompʺyuternykh nauk ta kibernetyky. K.: Kyyivsʹkyy natsionalʹnyy universytet imeni Tarasa Shevchenka, 2017 – 47 s. [Rezhym dostupu] http://csc.knu.ua/media/filer_public/4f/74/4f7459c9-9e5a-4a77-b8f3- ef30a1f435d5/qualification_work.pdf

Consultations with the supervisor, independent work.

Semester assessment. Defense of course work. The maximum / minimum number of points that can be obtained by students for course work is 100 points / 60 points, of which: 1. Rationale for the relevance of the topic: - 10 points / 6 points. 2. Elaboration and use of scientific literature: - 15 points / 9 points. 3. Validity of the research methodology: - 10 points / 9 points. 4. Validity of analysis and interpretation of the results: 30 points / 18 points. 5. Correspondence of conclusions to research tasks: - 5 points / 3 points. 6. Clarity of structure and presentation of the material: - 5 points / 3 points. 7. Literacy: - 5 points / 3 points. 8. Quality of work design: - 5 points / 3 points. 9. Systematic performance of work: - 15 points / 9 points. Final assessment (in the form of differentiated credit): Credit points are defined as the sum of grades / points for all successfully assessed learning outcomes provided by this program.

Ukrainian