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Mathematics

Summary

The function of one real variable, the limit and continuity of a function,
derivation, function behaviour. Matrices, determinants, the solution of systems
of linear equations. Analytic geometry in three-dimensional euclidean space.
The integral calculus of functions of one variable, the definite Riemann
integral and its application, ordinary differential equations of the 1st order
and linear differential equations of higher orders. Infinite numerical and
functional series, the Taylor and Maclaurin series.

Literature

Škrášek, J. - Tichý, Z.: Základy aplikované matematiky I. SNTL, Praha 1989.
Burda, P., Havelek, R., Hradecká, R.: Algebra a analytická geometrie
(Matematika I), skripta VŠB - TU, Ostrava 1997.
Dobrovská, V., Stach, K.: Diferenciální počet funkce jedné a více proměnných
(Matematika II), VŠB – TU Ostrava, 1996.
Vlček, J., Vrbický, J.: Diferenciální rovnice (Matematika IV), VŠB – TU,
Ostrava 1997.

Advised literature

No advised literature has been specified for this subject.


Language of instruction čeština, čeština, čeština, čeština, čeština
Code 714-0563
Abbreviation M
Course title Mathematics
Coordinating department Department of Mathematics and Descriptive Geometry
Course coordinator doc. RNDr. Radim Havelek, Ph.D.