Algebra and Geometry

Course: Software Engineering

Structural unit: Faculty of Computer Science and Cybernetics

Title
Algebra and Geometry
Code
ННД.11
Module type
Обов’язкова дисципліна для ОП
Educational cycle
First
Year of study when the component is delivered
2022/2023
Semester/trimester when the component is delivered
2 Semester
Number of ECTS credits allocated
9
Learning outcomes
PLO01. Analyze, purposefully search for and select the necessary information and reference resources and knowledge to solve professional problems, taking into account modern advances in science and technology. PLO05. Know and apply relevant mathematical concepts, methods of domain, system and object-oriented analysis and mathematical modeling for software development.
Form of study
Distance form
Prerequisites and co-requisites
To learn the discipline “Algebra and Geometry” the student should satisfy the following requirements. They know school courses in geometry, algebra and basics of calculus. They can use the basic apparatus of these disciplines.
Course content
The subject of the discipline "Algebra and Geometry" is the study of basic methods for solving problems in analytic geometry, methods for solving systems of linear equations, the basic properties of linear spaces. The discipline is a prerequisite for the study of such disciplines "Operations Research", "Functional Analysis" and others.
Recommended or required reading and other learning resources/tools
1. Yefimov N.V Kratkiy kurs analiticheskoy geometriii. M.: Nauka, 1969. – 272s. 2. Kurosh A.D Kurs vysshey algebry . M.: Nauka, 1984. 3. Charín V.S Líníyna algebra. K: Tekhníka, 2003. 4. Kostrikin A.I. Vvedeniye v algebru, M: Fizmatlit, 2000. 5. Vinberg E.B. kurs algebry, M: Faktorial, 2002. 6. Kletenik I.V. Sbornik zadach po analiticheskoy geometrii. M.: Nauka, 1987. – 724s. 7. Proskuryakov I.V. Sbornik zadach po liyeynoy algebre . M: Nauka. 1984. 8. Faddeyev D.K., Sominskiy I.S.Sbornik zadach po vysshey algebre. M: Nauka, 1977. 9. Beklemishev D.V.Kurs analiticheskoy geometrii i lineynoy algebry. M: Nauka, 1985. 10. Ikramov KH.D. Zadachnik po lineynoy algebre M: Nauka, 1975. 11. Il'in V.A., Poznyak E.G. Lineynaya algebra M: Nauka, 1984. 12. Sbornik zadach po lineynoy algebre/ Pod red. A.I. Kostrikina M: MGU, 1984. 13. B.V. Dovgay, S.S. Shestakov. Kompleksni chisla ta mnogochleni: posibnik do rozv’yazannya zadach . – 2017.- 46 s.
Planned learning activities and teaching methods
Lectures, practice work, consultations, independent work, test works.
Assessment methods and criteria
The control of students' knowledge is carried out according to the modular rating system. The results of students' learning activities are evaluated on a 100-point scale. The work in each semester consists of 2 content modules. When setting points for the content module, the following is taken into account: the grade for the module test - 27 points, the work of students in the classroom - 6 points. Final control is carried out in the form of an exam - 40 points. Final score 100 = 2 * 27 + 6 + 40.
Language of instruction
Ukrainian

Lecturers

This discipline is taught by the following teachers

Bohdan V. Dovhai
Operations Research
Faculty of Computer Science and Cybernetics
Andrii V. Zavorotynskyi
Operations Research
Faculty of Computer Science and Cybernetics