Catalog Elective Courses - Technical Mathematics

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2024W-2025S (2010U)

TitlePrecon.HoursECTS
Catalog Elective Courses - Technical Mathematics
Freie Wahlfächer
VU Mathematik und Literatur
2.03.0
PV Economic Theory and Policy
1.01.0
PV Privatissimum für Diplomanden und Dissertanten
2.03.0
105.154 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.154 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
105.162 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.162 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
105.664 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.664 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
105.686 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.686 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
104.510 PV 2024W
Supervision of Master and PhD students
2.03.0
362.170 PV 2025S
PRivatissimum
2.03.0
362.170 PV 2024W
PRivatissimum
2.03.0
105.709 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.709 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
101.767 PV 2025S
Privatissimum for diploma and doctoral candidates
2.03.0
101.767 PV 2024W
Privatissimum for diploma and doctoral candidates
2.03.0
105.718 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.718 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
105.750 PV 2024W
Privatissimum for Master and PhD students
2.03.0
105.754 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.754 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
104.630 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
PV Privatissimum in Convex Geometry
2.03.0
PV Privatissimum zum Thema Pensionskassen
2.03.0
SE Kunst und Computer
2.03.0
PV Privatissimum
2.03.0
PV Privatissimum
2.03.0
104.448 PV 2024W
Privatissimum
2.03.0
SE Entropy methods for PDEs and stochastic processes
2.03.0
RE Functional Analysis 1
1.01.0
VU Stochastic Differential Equations in Population Dynamics
2.03.0
PV Privatissimum für Dissertanten und Diplomanden
2.03.0
VO Introduction to Computational Design
1.02.0
VU Applied Computational Design
4.06.0
SE Seminar on valuations
2.03.0
VO History of Mathematics
2.03.0
PU Technische Mathematik für Schülerinnen und Schüler
2.03.0
VO A network of mathematical pearls
2.03.0
RE Modeling with partial differential integrations
1.01.0
101.806 RE 2024W
Modeling with partial differential integrations
1.01.0
PV Privatissimum for PhD and MSc students of the workgroup Numerics of PDEs
2.03.0
101.830 PV 2024W
Privatissimum for PhD and MSc students of the workgroup Numerics of PDEs
2.03.0
101.892 PV 2025S
Privatissimum for PhD and MSc students of the workgroup Numerics of PDEs
2.03.0
RE Repetitorium for Analysis 3
1.01.0
PU Technische Mathematik für Schülerinnen und Schüler
2.03.0
101.883 PU 2025S
Technische Mathematik für Schülerinnen und Schüler
2.03.0
101.883 PU 2024W
Technische Mathematik für Schülerinnen und Schüler
2.03.0
PV Privatissimum for diploma and doctoral students
2.03.0
105.729 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
105.729 PV 2024W
Privatissimum for diploma and doctoral students
2.03.0
104.582 PV 2025S
Privatissimum for diploma and doctoral students
2.03.0
RE Repetitorium for functional analysis 1
1.01.0
SE homogenization
2.03.0
SE AKANA-AKNUM Seminar
2.03.0
SE Seminar for Students Working on their Diploma or Doctoral Theses
2.03.0
105.744 SE 2025S
Seminar for Students Working on their Diploma or Doctoral Theses
2.03.0
RE Revision course for Interdisciplinary Mathematics
1.00.0
VO Revision course for Interdisciplinary Mathematics
2.00.0
RE Revision course for Interdisciplinary Mathematics
2.01.0
101.951 RE 2025S
Revision course for Interdisciplinary Mathematics
2.01.0
VU Numerical Computation
4.05.5
PV Nonlinear Partial Differential Equations
2.03.0
PR Company Internship
5.07.5
PU Mathematical Paper Writing
1.0
RE Repetitorium zur Analysis 1
1.00.5
101.A01 RE 2025S
Repetitorium zur Analysis 1
1.00.5
RE Revision course for Interdisciplinary Mathematics
1.01.0
101.A05 RE 2024W
Revision course for Interdisciplinary Mathematics
1.01.0
VO Elementary theorems from analysis
2.03.0
VU Admissible computability and set theory
3.06.0
VO Uncertainty Quantification and Statistical Inverse Problems
2.03.0
VO Optimal Transport
2.03.0

Legend

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