Vorlesung: Non-commutative geometry III - Details

Allgemeine Informationen

Veranstaltungsname	Vorlesung: Non-commutative geometry III
Untertitel
Veranstaltungsnummer	500028
Semester	WiSe 2024/25
Aktuelle Anzahl der Teilnehmenden	19
Heimat-Einrichtung	Bereich Mathematik
beteiligte Einrichtungen	Mathematisches Institut
Veranstaltungstyp	Vorlesung in der Kategorie Lehre
Erster Termin	Dienstag, 22.10.2024 08:15 - 09:55, Ort: (SZ (Mathematisches Institut))
Art/Form
Leistungsnachweis	→Ab hier automatisch erfasste Informationen / Beyond this point, the information is filled in automatically← Prüfungsleistung(en) je Modul / Exam details per module: * [(M.Mat.4512.Mp) Specialisation in analysis of partial differential equations][1] * Mündlich: Mo, 03.02.2025 * [(M.Mat.4515.Mp) Specialisation in mathematical methods in physics][2] * Mündlich: Mo, 03.02.2025 * [(M.Mat.4525.Mp) Specialisation in non-commutative geometry][3] * Mündlich: Mo, 03.02.2025 [1]: https://ecampus.uni-goettingen.de/h1/pages/startFlow.xhtml?_flowId=detailView-flow&unitId=39680&periodId=277 [2]: https://ecampus.uni-goettingen.de/h1/pages/startFlow.xhtml?_flowId=detailView-flow&unitId=39692&periodId=277 [3]: https://ecampus.uni-goettingen.de/h1/pages/startFlow.xhtml?_flowId=detailView-flow&unitId=39773&periodId=277

Lehrende

• UnivProf.Dr. Ralf Meyer

Räume und Zeiten

(SZ (Mathematisches Institut))

Dienstag: 08:15 - 09:55, wöchentlich (14x)

Freitag: 08:15 - 09:55, wöchentlich (13x)

(HS 3  (Mathematisches Institut))

Freitag: 08:15 - 09:55, wöchentlich (1x)

Studienbereiche

Modulzuordnungen

• Mathematik konsekutiven Master-Studiengang "Mathematik", 16. Version (SoSe 2023) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 2 "Algebra, geometry, number theory" > M.Mat.4525 - Specialisation in non-commutative geometry, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 19. Version gültig ab WiSe 2024/25 > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 2 "Algebra, geometry, number theory" > M.Mat.4525 - Specialisation in non-commutative geometry, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 18. Version (SoSe 2024) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 2 "Algebra, geometry, number theory" > M.Mat.4525 - Specialisation in non-commutative geometry, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 17. Version (WiSe 2023/24) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 2 "Algebra, geometry, number theory" > M.Mat.4525 - Specialisation in non-commutative geometry, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 17. Version (WiSe 2023/24) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4515 - Specialisation in mathematical methods in physics, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 18. Version (SoSe 2024) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4515 - Specialisation in mathematical methods in physics, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 16. Version (SoSe 2023) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4515 - Specialisation in mathematical methods in physics, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 19. Version gültig ab WiSe 2024/25 > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4515 - Specialisation in mathematical methods in physics, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 17. Version (WiSe 2023/24) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4512 - Specialisation in analysis of partial differential equations, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 16. Version (SoSe 2023) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4512 - Specialisation in analysis of partial differential equations, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 19. Version gültig ab WiSe 2024/25 > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4512 - Specialisation in analysis of partial differential equations, gültig ab SoSe 2023 > Vorlesung (Lecture course)
• Mathematik konsekutiven Master-Studiengang "Mathematik", 18. Version (SoSe 2024) > Elective courses in Mathematics (graduate studies) - Elective compulsory modules in study focus SP 1 "Analysis, geometry, topology" > M.Mat.4512 - Specialisation in analysis of partial differential equations, gültig ab SoSe 2023 > Vorlesung (Lecture course)