033 205 Bachelor programme Financial and Actuarial Mathematics

  • Show all courses of the academic year of which the selected semester is part of.

2019W-2020S (2017U)

2. Semester

TitlePrecon.HoursECTS
VU Einführung in das Programmieren für TM STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
4.06.0
101.275 VU 2020S
Introduction to Programming
4.06.0
101.275 VU 2019W
Introduction to Programming
4.06.0

Without semester recommendation

TitlePrecon.HoursECTS
VU Einführung ins Mathematische Arbeiten STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
1.01.0
104.513 VU 2020S
Introduction to working mathematically
1.01.0
104.513 VU 2019W
Introduction to working mathematically
1.01.0
VO Anwendungsgebiete der Mathematik STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
3.01.0
505.001 VO 2020S
Applied Areas of Mathematics
3.01.0
VO Analysis 3
4.06.0
101.446 VO 2019W
Analysis 3
4.06.0
UE Analysis 3
2.03.0
101.448 UE 2019W
Analysis 3
2.03.0
VO Differentialgleichungen 1
3.54.5
101.665 VO 2020S
Differential Equations 1
3.54.5
UE Differentialgleichungen 1
1.53.0
101.666 UE 2020S
Differential Equations 1
1.53.0
VO Analysis 1 STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
4.57.0
101.674 VO 2019W
Analysis 1
4.57.0
UE Analysis 1 STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
2.03.5
101.675 UE 2019W
Analysis 1
2.03.5
VO Analysis 2
4.06.0
101.257 VO 2020S
Analysis 2
4.06.0
UE Analysis 2
2.03.0
103.301 UE 2020S
Analysis 2
2.03.0
VO Lineare Algebra und Geometrie 1 STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
4.57.0
104.504 VO 2020S
Linear Algebra and Geometry 1
4.57.0
104.504 VO 2019W
Linear Algebra and Geometry 1
4.57.0
UE Lineare Algebra und Geometrie 1 STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
2.03.5
104.274 UE 2020S
Linear Algebra and Geometry 1
2.03.5
104.274 UE 2019W
Linear Algebra and Geometry 1
2.03.5
VO Lineare Algebra und Geometrie 2
4.06.0
104.279 VO 2020S
Linear Algebra and Geometry 2
4.06.0
UE Lineare Algebra und Geometrie 2
2.03.0
104.282 UE 2020S
Linear Algebra and Geometry 2
2.03.0
VO Maß- und Wahrscheinlichkeitstheorie 1
3.04.5
107.A01 VO 2020S
Measure and Probability Theory 1
3.04.5
UE Maß- und Wahrscheinlichkeitstheorie 1
2.03.0
107.A02 UE 2020S
Measure and Probability Theory 1
2.03.0
VO Maß- und Wahrscheinlichkeitstheorie 2
3.04.5
107.A08 VO 2019W
Measure and Probability Theory 2
3.04.5
UE Maß- und Wahrscheinlichkeitstheorie 2
2.03.0
107.A09 UE 2019W
Measure and Probability Theory 2
2.03.0
VO Einführung in die Stochastischen Prozesse und Zeitreihen
2.54.0
105.695 VO 2020S
Introduction to stochastic processes and time series
2.54.0
UE Einführung in die Stochastischen Prozesse und Zeitreihen
1.01.5
105.121 UE 2020S
Introduction to stochastic processes and time series
1.01.5
VO Einführung in die Statistik
3.04.5
105.692 VO 2020S
Introduction to Statistics
3.04.5
UE Einführung in die Statistik
1.52.0
105.693 UE 2020S
Introduction to Statistics
1.52.0
VU Computermathematik STEOP
Courses belong to the introductory and orientation phase ("Studieneingangs- und Orientierungsphase")
3.55.5
101.463 VU 2020S
Computer mathematics
3.55.5
VO Numerische Mathematik B
3.04.0
101.320 VO 2019W
Numerical Analysis B
3.04.0
UE Numerische Mathematik
2.03.0
106.064 UE 2019W
Numerical Analysis
2.03.0
VO Lebensversicherungsmathematik
3.04.5
105.048 VO 2019W
Life insurance mathematics
3.04.5
UE Lebensversicherungsmathematik
1.01.5
105.591 UE 2019W
Life Insurance Mathematics
1.01.5
VO Personenversicherungsmathematik
4.06.0
105.601 VO 2019W
Life and health insurance mathematics
4.06.0
UE Personenversicherungsmathematik
1.01.5
105.602 UE 2019W
Life and health insurance mathematics
1.01.5
VO Sachversicherungsmathematik
3.04.5
105.047 VO 2020S
Non-life insurance mathematics
3.04.5
UE Sachversicherungsmathematik
2.03.0
105.043 UE 2020S
Non-life insurance mathematics
2.03.0
VO Finanzmathematik 1: diskrete Modelle
4.06.0
105.594 VO 2020S
Mathematical Finance 1: Discrete-Time Models
4.06.0
UE Finanzmathematik 1: diskrete Modelle
2.03.0
105.595 UE 2020S
Mathematical Finance 1: Discrete-Time Models
2.03.0
VU Risikomanagement im Finanz- und Versicherungswesen
4.06.0
105.603 VU 2020S
Risk management in finance and insurance
4.06.0
VO Versicherungsvertragsrecht
2.02.5
105.120 VO 2019W
Insurance contract law
2.02.5
VO Versicherungsaufsichtsrecht
2.02.5
105.117 VO 2019W
Insurance supervision law
2.02.5
VO Versicherungswirtschaftslehre
2.02.5
105.226 VO 2019W
Insurance business management 1
2.02.5
VO Buchhaltung und Bilanzierung im Finanz- und Versicherungswesen
2.02.5
105.105 VO 2020S
Accounting for Banking and Insurance
2.02.5
SE Seminar with seminar paper
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Courses require the completion of the introductory and orientation phase
2.03.0
105.135 SE 2020S
Seminar with seminar paper (Financial and Actuarial Mathematics)
2.03.0
105.135 SE 2019W
Seminar with seminar paper (Financial and Actuarial Mathematics)
2.03.0
PR Project with bachelor thesis
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Courses require the completion of the introductory and orientation phase
4.010.0
105.113 PR 2020S
Project with bachelor thesis (Financial and Actuarial Mathematics)
4.010.0
105.113 PR 2019W
Project with bachelor thesis (Financial and Actuarial Mathematics)
4.010.0
105.165 PR 2020S
Project with bachelor thesis (Applications in Financial Mathematics)
4.010.0
105.165 PR 2019W
Project with bachelor thesis (Applications in Financial Mathematics)
4.010.0
VO Technik für Menschen für TM
2.03.0
105.700 VO 2020S
Technology for People For Mathematicians
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