1 
Course Title

Geometry 
2 
Year of study, speciality 
1, speciality “Computer mathematics and systems analysis”

3 
Semester of study 
2 
4 
Credit points 
3 
5 
Name of the lecturer, scientific degree, occupation 
Professor Sergei M. Ageev, PhD in Mathematics, Department of Geometry, Topology and Methods of Teaching Mathematics 
6 
Goals of studying 
Mastering the basic method of research in geometry – the method of coordinates. Mastering of multidimensional Euclidean, affine, projective spaces and first and second order figures in them. Acquisition of knowledge, skills and abilities in the field of geometry for their use in the study of other mathematical disciplines. 
7 
Prerequisites 
Analytic geometry, algebra, mathematical analysis 
8 
Contents 
Vectors and operations over them. Affine transformations and Euclidean motions. Affine spaces. Affine maps. Isomorphism of affine spaces. Affine transformations. 
9 
Recommended literature 
1. Кононов С.Г.Аналитическая геометрия: учебное пособие. –Минск: БГУ, 2014. 2.Милованов М.В., Тышкевич Р.И., Феденко А.С.Алгебра и аналитическая геометрия: в 2 ч.:учебное пособие. – Минск: Вышэйшая школа,1984. 3.Александров П.С.Курс аналитической геометрии и линейной алгебры: учебник. –М., Наука, 1979.

10 
Teaching methodology 
Lectures, solving problems, discussions, consultations 
11 
Language of instruction 
Russian 
12 
Requirements for study during the semester 
– individual and collective tasks; – short tests. The final evaluation is made taking into account: 40% – assessment of current academic performance, 60% – result during the exam 
13 
Examination methodology 
Oral examination 