Advanced Mathematics
Course: Meteorology
Structural unit: heohrafichnyi fakultet
Title
Advanced Mathematics
Code
ОК 2.
Module type
Обов’язкова дисципліна для ОП
Educational cycle
First
Year of study when the component is delivered
2021/2022
Semester/trimester when the component is delivered
1 Semester
Number of ECTS credits allocated
6
Learning outcomes
PR07. Apply models, methods and data
physics, chemistry, biology, ecology, mathematics,
information technologies, etc. when studying
natural processes of formation and development
geosphere
PR09. Be able to do research
atmosphere and other geospheres with the help of
quantitative methods of analysis.
Form of study
Full-time form
Prerequisites and co-requisites
The student must
1. Know: basic concepts, facts and theorems of linear and vector algebra,
analytical geometry, mathematical analysis and differential calculus.
2. Be able to: actively use and creatively apply the above knowledge in
the process of mastering the material of the "Higher Mathematics" course.
3. Possess elementary skills: operate with matrices and calculate
determinants, solve systems of algebraic equations, find limits
sequences and functions, calculate the derivative and integral.
Course content
The educational discipline "Higher mathematics" is a component of educational and professional
specialist training programs at the "bachelor" level of the field of knowledge 10
"Natural Sciences" from the specialty 103 "Earth Sciences" of the educational and professional
programs "Meteorology". This discipline is mandatory. Discipline "Higher
mathematics" studies the basics of linear and vector algebra, analytical geometry,
limits of sequences and functions, differential calculus of functions of the same and
of many variables, integral calculus, theory of ordinary differential equations
and systems of ordinary differential equations, elements of probability theory and
of mathematical statistics.
Recommended or required reading and other learning resources/tools
1. Вища математика: Основні означення, приклади і задачі. За ред. Кулініча Г.Л.
– К.: Либідь, 1992.
2. Вища математика. Підручник: у 2-х кн. – 2-ге вид., за ред. Кулініча Г.Л. − К.:
Либідь, 2003.
3. Вища математика. Підручник. За ред. Пономаренка В.С. – Харків, 2014.
4. Вища математика: Зб. задач: У 2 ч. За заг. ред. д-ра техн. наук, проф. П.П.
Овчинникова – 2-ге вид. – К.: Техніка, 2004.
Додаткові:
1. Вища математика у прикладах і задачах: у 2 т. За ред. Л.В. Курпи – Харків:
НТУ «ХПІ», 2009.
2. Лекції і вправи з вищої математики / Керекеша П.В. – О. «Астроприт», 2003.
3. Збірник задач з вищої математики. За ред. Ф.С. Гудименка – Вид. Київського
університету, 1967.
Planned learning activities and teaching methods
Lecture classes, practical classes using mathematical packages
Assessment methods and criteria
Active work at lectures. Individual work. Modular control work.
Language of instruction
Ukrainian
Lecturers
This discipline is taught by the following teachers
Departments
The following departments are involved in teaching the above discipline