Uniform convergence of function sequences. Power series. Sentence of Taylor.
Elements of topology. Standardized and metric spaces. Open quantities. Convergence. Completed quantities. Consistency. Compactness
Differential calculus of several variables. Partial, total and continuous differentiability. Block via the inverse function. Block of implicit functions.
Iterated integrals.
Ordinary differential equations. Basic terms, elementary solvable differential equations, existential and unambiguous results for systems.
References
O. Forster: Analysis 1 und 2. Vieweg/Springer.
Königsberger, K: Analysis 1,2, Springer.
E. Behrends: Analysis Band 1 und 2, Vieweg/Springer.
H. Heuser: Lehrbuch der Analysis 1 und 2, Teubner/Springer.
Additional appointments
Klausur
Hs 1b Hörsaal
ChristofSchütte
PéterKoltai
AndreasBittracher
17.07.2019 08:00 - 10:00
Nachklausur
Hs 2 Hörsaal
ChristofSchütte
PéterKoltai
AndreasBittracher
09.10.2019 08:00 - 10:00
Appointment series
A3/Hs 001 Hörsaal
ChristofSchütte
PéterKoltai
AndreasBittracher
wöchentlich, ab 09.04.2019, 08:00 - 10:00 (14 Termine)
A3/Hs 001 Hörsaal
ChristofSchütte
PéterKoltai
AndreasBittracher
wöchentlich, ab 10.04.2019, 08:00 - 10:00 (13 Termine)