066 394 Master programme Technical Mathematics

• 2023W 2024S 2024W
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2021W-2022S (2012U)

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Without semester recommendation

Title	Precon.	Hours	ECTS
VO Funktionalanalysis 2		3.0	4.5
101.295 VO 2021W Functional Analysis 2		3.0	4.5
UE Funktionalanalysis 2		1.0	1.5
101.280 UE 2021W Functional Analysis 2		1.0	1.5
VO Komplexe Analysis		3.0	4.5
104.396 VO 2022S Complex Analysis		3.0	4.5
UE Komplexe Analysis		1.0	1.5
104.398 UE 2022S Complex Analysis		1.0	1.5
VO Theorie stochastischer Prozesse		3.0	5.0
UE Theorie stochastischer Prozesse		2.0	3.0
VO Variationsrechnung		3.0	4.5
101.325 VO 2022S Variational Calculus		3.0	4.5
UE Variationsrechnung		1.0	1.5
101.518 UE 2022S Variational Calculus		1.0	1.5
VO Algebra 2		3.0	4.5
UE Algebra 2		1.0	1.5
VO Analyse von Algorithmen		3.0	4.5
104.345 VO 2021W Analysis of Algorithms		3.0	4.5
UE Analyse von Algorithmen		1.0	1.5
104.347 UE 2021W Analysis of Algorithms		1.0	1.5
VO Diskrete Methoden		3.0	4.5
104.349 VO 2022S Discrete Methods		3.0	4.5
UE Diskrete Methoden		1.0	1.5
104.350 UE 2022S Discrete Methods		1.0	1.5
VO Logik und Grundlagen der Mathematik		3.0	4.5
104.340 VO 2021W Logic and Foundations of Mathematics		3.0	4.5
UE Logik und Grundlagen der Mathematik		1.0	1.5
104.342 UE 2021W Logic and Foundations of Mathematics UE		1.0	1.5
VO Geometrische Datenverarbeitung		3.0	4.5
104.359 VO 2021W Geometry Processing		3.0	4.5
UE Geometrische Datenverarbeitung		1.0	1.5
104.360 UE 2021W Geometry Processing		1.0	1.5
VO Differentialgeometrie		3.0	4.5
104.356 VO 2022S Differential Geometry		3.0	4.5
UE Differentialgeometrie		1.0	1.5
104.358 UE 2022S Differential Geometry		1.0	1.5
VO Geometrische Analysis		3.0	4.5
104.351 VO 2021W Geometric analysis		3.0	4.5
UE Geometrische Analysis		1.0	1.5
104.355 UE 2021W Geometric analysis		1.0	1.5
VO Topologie		3.0	4.5
UE Topologie		1.0	1.5
VO Topologie: lokalkompakte Gruppen und Kombinatorik		3.0	4.5
101.819 VO 2022S Topology: Locally compact groups and Combinatoric		3.0	4.5
UE Topologie: lokalkompakte Gruppen und Kombinatorik		1.0	1.5
101.840 UE 2022S Topology: locally compact groups and combinatorics		1.0	1.5
VO Modellierung mit part. Differentialgleichungen		3.0	4.5
101.500 VO 2021W Modelling with partial differential equations		3.0	4.5
UE Modellierung mit part. Differentialgleichungen		1.0	1.5
101.502 UE 2021W Modelling with partial differential equations		1.0	1.5
VO Numerics of partial differential equations: stationary problems		3.0	4.5
101.506 VO 2021W Numerics of partial differential equations: stationary problems		3.0	4.5
UE Numerics of partial differential equations: stationary problems		1.0	1.5
101.507 UE 2021W Numerics of partial differential equations: stationary problems		1.0	1.5
VO Numerics of partial differential equations: instationary problems		3.0	4.5
101.509 VO 2022S Numerics of partial differential equations: instationary problems		3.0	4.5
UE Numerics of partial differential equations: instationary problems		1.0	1.5
101.532 UE 2022S Numerics of partial differential equations: instationary problems		1.0	1.5
VO Algebra		3.5	5.0
104.998 VO 2022S Algebra		3.5	5.0
UE Algebra		1.5	2.5
104.304 UE 2022S Algebra UE		1.5	2.5
VO Funktionalanalysis 1		3.0	4.5
101.781 VO 2022S Functional Analysis		3.0	4.5
UE Funktionalanalysis 1		1.0	2.0
101.341 UE 2022S Functional Analysis 1 UE		1.0	2.0
VU Partielle Differentialgleichungen		4.5	7.0
101.803 VU 2021W Partial Differential Equations		4.5	7.0
VO AKANA Funktionalanalysis für TM		1.0	1.5
101.782 VO 2022S Functional Analysis for TM		1.0	1.5

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Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")

Courses belong to the introductory interview ("Studieneingangsgespräch")

Courses require the completion of the introductory and orientation phase

Courses require the completion of the introductory interview STEG