Modules offered by Faculty of Computer Science

Code Module info ECTS
FCS-00060 LINEAR ALGEBRA AND ANALYTIC GEOMETRY 2

Direct sum of linear spaces, quotient spaces. Linear endomorphisms, eigenvalues and eigenvectors, Jordan normal form. Dual vector space, dual basis, ...

6
FCS-00020 ALGORITHMS AND DATA STRUCTURES

Students will have demonstrated the ability to: analyze worst-case running times of algorithms using asymptotic analysis. Synthesize dynamic programming algorithms, ...

6

WINTER

FCS-00054 DISCRETE MATHEMATICS

Mathematical induction; recursion and chosen methods of its solving. Basics of arithmetics of integers; modular arithmetics. Basic notions and objects ...

6

WINTER

FCS-00030 LINEAR ALGEBRA

Systems of linear equations and matrices (Gauss-Jordan elimination, homogeneous systems, matrix algebra, elementary matrices, inverses); Determinants (by row reduction and ...

6

WINTER

FCS-00069 LINEAR CONTROL THEORY

Linear homogeneous systems of differential and difference equations of first order. Stability and asymptotic stability of linear continuous-time and discrete-time ...

6

WINTER

FCS-00070 CALCULUS 2

The course will introduce the knowledge covering functional series, the concept of gradient and Jacobian matrix for functions of several ...

6

WINTER

FCS-00002 CALCULUS

The course will introduce the concepts of limit of a sequence, convergence of number series, continuity and derivatives of functions ...

6

WINTER

FCS-00022 METHODS OF OPTIMIZATION

Inequality-constrained maximization of a function of two variables. Several variables and several inequality constraints generalization of the first-order necessary conditions ...

6

WINTER

FCS-00062 CALCULUS 3

Notion of arc, its length, curvature and torsion. Undirected and directed arc integral. Surface, its area and orientation. Unoriented and ...

6

WINTER

FCS-00064 DIFFERENTIAL AND DIFFERENCE EQUATIONS

Differential equations of first order, field of directions, existence and uniqueness of solutions. Integrable types of equations of first order. ...

6

WINTER

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