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Mathematics I

Summary

Mathematics I

Differential calculus of functions of one real variable: basic definitions,
inverse and composite functions, limit and continuity, differentiation, higher
derivatives, parametric and implicit differentiation, maximum and minimum
values, convex and concave functions, Taylor polynomials. Linear algebra and
analytic geometry: matrices, determinants, basic properties vectors, vector
space, system of linear equations, eigenvector and eigenvalues, three-
dimensional geometry.

Literature

Škrášek, Tichý: Základy aplikované matematiky I. SNTL, Praha 1990
Burda, P., Havelek, R., Hradecká, R.: Algebra a analytická geometrie
(Matematika I). Skriptum VŠB, Ostrava
Dobrovská, V., Stach, K.: Diferenciální počet funkce jedné a více proměnných
(Matematika II). Skriptum VŠB, Ostrava

Advised literature

No advised literature has been specified for this subject.


Language of instruction čeština, čeština, čeština, čeština, čeština, čeština, čeština, čeština, čeština, čeština
Code 714-0501
Abbreviation MI
Course title Mathematics I
Coordinating department Department of Mathematics and Descriptive Geometry
Course coordinator doc. RNDr. Pavel Burda, CSc.