Courses in Stud.IP

current semester
zur Veranstaltung in Stud.IP Studip_icon
Mathematics I (EN) (VL)
Untertitel:
This course is part of the module: Mathematics I (EN)
Semester:
WiSe 23/24
Veranstaltungstyp:
Vorlesung (Lehre)
Veranstaltungsnummer:
lv2973_w23
DozentIn:
Anuschirawan Ralf Taraz, Dr. rer. nat. Dennis Clemens, Prof. Dr. Matthias Schulte, Simon Campese, Marco Wolkner, Melina Wienkamp, Dennis Schmeckpeper, Fabian Hamann, Dr. Florian Bünger, Dr. Haibo Ruan, Jonas David Grams, M. Sc, Joscha Fregin, M. Sc Judith Angel, Julio Urizarna Carasa, Katharina Klioba, M. Sc, Dr.-Ing. Peter Marvin Müller, Matthias Lienau, M. Sc, Riko Ukena, Sophie Externbrink, Thorben Abel, M. Sc, Vanessa Trapp, M. Sc, Abdul Qadir Ibrahim, PD Dr. Christian Seifert
Beschreibung:

Mathematical Foundations:

sets, statements, induction, mappings, trigonometry

Analysis: Foundations of differential calculus in one variable

  • natural and real numbers
  • convergence of sequences and series
  • continuous and differentiable functions
  • mean value theorems
  • Taylor series
Leistungsnachweis:
m1728-2021 - Mathematics I (EN)<ul><li>p1676-2021 - Mathematics I (EN): Klausur schriftlich</li></ul><br>m1728-2022 - Mathematics I (EN)<ul><li>p1676-2021 - Mathematics I (EN): Klausur schriftlich</li><li>vl421-2022 - Compulsory Course Work Mathematics I (EN) - Exercises: Excercises</li></ul>
ECTS-Kreditpunkte:
4
Weitere Informationen aus Stud.IP zu dieser Veranstaltung
Heimatinstitut: Institut für Mathematik (E-10)
In Stud.IP angemeldete Teilnehmer: 389
Anzahl der Postings im Stud.IP-Forum: 46
Anzahl der Dokumente im Stud.IP-Downloadbereich: 97
former semester
zur Veranstaltung in Stud.IP Studip_icon
Mathematics I (EN) (VL)
Untertitel:
This course is part of the module: Mathematics I (EN)
Semester:
WiSe 23/24
Veranstaltungstyp:
Vorlesung (Lehre)
Veranstaltungsnummer:
lv2973_w23
DozentIn:
Anuschirawan Ralf Taraz, Dr. rer. nat. Dennis Clemens, Prof. Dr. Matthias Schulte, Simon Campese, Marco Wolkner, Melina Wienkamp, Dennis Schmeckpeper, Fabian Hamann, Dr. Florian Bünger, Dr. Haibo Ruan, Jonas David Grams, M. Sc, Joscha Fregin, M. Sc Judith Angel, Julio Urizarna Carasa, Katharina Klioba, M. Sc, Dr.-Ing. Peter Marvin Müller, Matthias Lienau, M. Sc, Riko Ukena, Sophie Externbrink, Thorben Abel, M. Sc, Vanessa Trapp, M. Sc, Abdul Qadir Ibrahim, PD Dr. Christian Seifert
Beschreibung:

Mathematical Foundations:

sets, statements, induction, mappings, trigonometry

Analysis: Foundations of differential calculus in one variable

  • natural and real numbers
  • convergence of sequences and series
  • continuous and differentiable functions
  • mean value theorems
  • Taylor series
Leistungsnachweis:
m1728-2021 - Mathematics I (EN)<ul><li>p1676-2021 - Mathematics I (EN): Klausur schriftlich</li></ul><br>m1728-2022 - Mathematics I (EN)<ul><li>p1676-2021 - Mathematics I (EN): Klausur schriftlich</li><li>vl421-2022 - Compulsory Course Work Mathematics I (EN) - Exercises: Excercises</li></ul>
ECTS-Kreditpunkte:
4
Weitere Informationen aus Stud.IP zu dieser Veranstaltung
Heimatinstitut: Institut für Mathematik (E-10)
In Stud.IP angemeldete Teilnehmer: 389
Anzahl der Postings im Stud.IP-Forum: 46
Anzahl der Dokumente im Stud.IP-Downloadbereich: 97

Courses

For information on courses and modules, please refer to the current course catalogue and module manual of your degree programme.

Module / Course Period ECTS Credit Points
Module: Electrical Power Systems I: Introduction to Electrical Power Systems WiSe 6
Module: Electrical Power Systems II: Operation and Information Systems of Electrical Power Grids WiSe 6
Module: Electrical Power Systems III: Dynamics and Stability of Electrical Power Systems SuSe 6
Module: Electrical Engineering II: Alternating Current Networks and Basic Devices SuSe 6
Module: Electrical Engineering Project Laboratory SuSe 6
Module: Process Measurement Engineering SuSe 4
Module: Smart Grid Technologies WiSe, SuSe 6

Course: Seminar on Electromagnetic Compatibility and Electrical Power Systems

Further Information

WiSe, SuSe 2

SuSe: Summer Semester
WiSe: Winter Semester