Delivered at:: Department of Mathematics

Course type:: Compulsory course

When:: 1 year, 2, 3 module

Instructor

Grinikh, Alexandra

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Abstract

In the process of studying the discipline, students will become familiar with theoretical foundations and basic methods in the following topics: systems of linear equations (row operations and Gaussian elimination), vector spaces and subspaces, matrix inversion and determinants, complex numbers and their properties, linear operators (eigenvalues and eigenvectors, diagonalisation), Euclidean spaces (inner product and orthogonality), lines in R^2, planes and lines in R^3, lines and hyper-planes in R^n, quadratic forms (orthogonal diagonalisation), conic sections.

Bachelor’s Programme 'International Bachelor's in Business and Economics'

Contacts:

Linear Algebra

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Course Syllabus

Abstract