Infopaket

Technologies of mathematical and computer modeling

ДВС.2.07

Вибіркова дисципліна для ОП

First

2021/2022

8 Semester

6

PLO1. Demonstrate knowledge and understanding of basic concepts, principles, and theories of fundamental and applied mathematics and use them in practice. PLO5. Be able to develop and use in practice algorithms related to the approximation of functional dependencies, numerical differentiation and integration, solving systems of algebraic, differential and integral equations, solving boundary value problems, finding optimal solutions. PLO9. Combine methods of mathematical and computer modeling with informal expert analysis procedures to find optimal solutions. PLO13. Solve particular engineering problems and/or problems that arise in at least one subject area: sociology, economics, ecology, and medicine. PLO20. PLO22.2. PLO24.2. PLO26.2 http://csc.knu.ua/media/filer_public/6a/29/6a29dc9d-47c9-46ef-aacd-67e1d899140e/opp_pm_2018__1.pdf

Full-time form

1. Be able to: formulate and solve initial-boundary value problems of mathematical physics, solve systems of linear algebraic equations, master methods of numerical differentiation and integration. 2. Master: skills of practical construction and software implementation of algorithms and methods of classical computational mathematics in solving applied problems.

The purpose of the discipline: mastering the principles of building mathematical models of spatially distributed dynamic processes and phenomena, as well as dynamic models with aftereffect and mathematical modeling of their state in conditions of incomplete information about their external dynamic state, and developing methods for managing these processes.

1. Stoyan V.A. Matematychne modeliuvannia liniinykh, kvaziliniinykh i neliniinykh dynamichnykh system. – K.: VPTS "Kyivskyi Universytet", 2011. – 320 s. 2. Stoyan V.A. Modeliuvannia ta identyfikatsiia dynamiky system z rozpodilenymy parametramy. – K.: VPTS "Kyivskyi Universytet", 2004. – 184 s. 3. Stoyan V.A. Osnovy laboratornoho modeliuvannia prostorovo rozpodilenykh dynamichnykh system. – K.: VPTS "Kyivskyi Universytet", 2021. – 174 s.

Lectures, laboratory works, independent work.

Semester assessment: A maximum number of points that can be obtained by a student: 60 points: 1. Test work № 1 - 20/12 points. 2. Current evaluation - 20/12 points. 2. Test work № 2 - 20/12 points. Final assessment in the form of an exam: The maximum number of points that can be obtained by a student is 40 points. - Form of conducting: written work. - Types of tasks for each module: 1 theoretical question.

Ukrainian