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Partial Differential Equations I - Single View

Basic Information
Type of Course Lecture Long text
Number 104391 Short text
Term SoSe 2021 Hours per week in term 4
Expected no. of participants Study Year
Max. participants
Credits Assignment enrollment
Hyperlink
Language german
Dates/Times/Location Group: [no name] iCalendar export for Outlook
  Day Time Frequency Duration Room Room-
plan
Lecturer Status Remarks Cancelled on Max. participants
iCalendar export for Outlook Tue. 10:00 to 12:00 weekly to 01.06.2021           
iCalendar export for Outlook Fri. 10:00 to 12:00 weekly to 04.06.2021           
Group [no name]:
 


Responsible Instructors
Responsible Instructors Responsibilities
Wozniak, Piotr begleitend
Zeppieri, Caterina, Prof. Dr. responsible
Curriculae
Graduation - Curricula Sem ECTS Bereich Teilgebiet
Bachelor - Mathematik (82 105 14) -
Master - Mathematik (88 105 10) -
Bachelor - Mathematik (82 105 7) -
Bachelor - Mathematik (82 105 11) -
Master - Mathematik (88 105 13) -
Master - Mathematics (88 F23 20) -
Exams / Modules
Number of Exam Module
39001 Vorlesung Partielle Differentialgleichungen I - Bachelor Mathematik Version 2014
11012 Lecture 3 (Applied Mathematics) - Master Mathematics Version 2020
11009 Lecture 2 (Applied Mathematics) - Master Mathematics Version 2020
11007 Lecture 1 (Applied Mathematics) - Master Mathematics Version 2020
11005 Lecture 3 (Theoretical Mathematics) - Master Mathematics Version 2020
11003 Lecture 2 (Theoretical Mathematics) - Master Mathematics Version 2020
11001 Lecture 1 (Theoretical Mathematics) - Master Mathematics Version 2020
60003 Vorlesung (mit Prüfungsleistung) - Bachelor Mathematik Version 2011
24001 Vorlesung Differentialgleichungen - Bachelor Mathematik Version 2011
24010 Modulabschlussprüfung - Bachelor Mathematik Version 2011
25001 Vorlesung Differentialgleichungen - Bachelor Mathematik Version 2011
25010 Modulabschlussprüfung - Bachelor Mathematik Version 2011
11007 Vorlesung zur angewandten Mathematik 1 - Master Mathematik Version 2013
11001 Vorlesung zur theoretischen Mathematik 1 - Master Mathematik Version 2013
28001 Vorlesung Partielle Differentialgleichungen I - Bachelor Mathematik Version 2014
29001 Vorlesung Partielle Differentialgleichungen I - Bachelor Mathematik Version 2014
22001 Vorlesung Partielle Differentialgleichungen I - Bachelor Mathematik Version 2014
11003 Vorlesung zur theoretischen Mathematik 2 - Master Mathematik Version 2013
11005 Vorlesung zur theoretischen Mathematik 3 - Master Mathematik Version 2013
11009 Vorlesung zur angewandten Mathematik 2 - Master Mathematik Version 2013
11012 Vorlesung zur angewandten Mathematik 3 - Master Mathematik Version 2013
Assign to Departments
Fachbereich 10 Mathematik und Informatik
Contents
Certificates

Um die Vorlesung als Bestanden eintragen zu lassen, benötigen Sie die regelmäßige Teilnahme an der Vorlesung und die Übungen müssen ebenfalls bestanden sein.


Structure Tree
Lecture not found in this Term. Lecture is in Term SoSe 2021 , Currentterm: WiSe 2022/23