Základní literatura
Bouchala, J.: Matematická analýza III. VŠB-TU Ostrava, 2000
Burda, P. - Doležalová, J.: Cvičení z matematiky IV. Skriptum VŠB-TU
Brabec, J. a kol.: Matematická analýza II. SNTL Praha, 1985
Častová, N. a kol.: Cvičení z matematiky III. Skriptum VŠB-TU
Eliaš, J. a kol.: Zbierka úloh z vyššej matematiky, diel 4. ALFA, Bratislava
1970
Holenda, J.: Řady. SNTL (MVŠT XII), Praha 1990
Škrášek, J. - Tichý, Z.: Základy aplikované matematiky I. SNTL Praha,1986
Vlček, J. - Vrbický, J.: Diferenciální rovnice (Matematika IV). VŠB-TU,1998
Vlček, J. - Vrbický, J.: Řady (Matematika VI). VŠB-TU, 2000
Mathematical Analysis III
| Language of instruction | čeština |
|---|---|
| Code | 714-0403 |
| Abbreviation | MA III |
| Course title | Mathematical Analysis III |
| Coordinating department | Department of Mathematics and Descriptive Geometry |
| Course coordinator | doc. RNDr. Jaroslav Vlček, CSc. |
Summary
The first part - principles of vector analysis - uses curviliner and surface
integrals to study of field theory. Systems of differential equations is the
second part proceeding on ordinary diffrential equations in previous semester.
The basic methods to study of dynamical systems are presented.
The short final part - number series - is introducing to the following semester.
integrals to study of field theory. Systems of differential equations is the
second part proceeding on ordinary diffrential equations in previous semester.
The basic methods to study of dynamical systems are presented.
The short final part - number series - is introducing to the following semester.
Literature
Advised literature
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