Mathematics and Scientific Computing Planned Courses

The courses listed on this page are a selection of courses planned for future semesters.

Changes and additions to the planning are possible any time. If you want to know which courses to take for your study program, look at the course handbook for this program. All course handbooks are available at the download center. Furthermore, we provide an overview of courses offered at regular intervals. Please be aware that the module handbooks is the only source offering binding information.

Winter Semester 2024/25

Table

Algebra 1
L
Dr. Denis Vogel
German
Analysis 1
L
Prof. Dr. Peter Albers
German
Calculus of Variations
L
Prof. Dr. Hans Knüpfer
Discrete Structures 1
L
Dr. Leticia Mattos
English
Einführung in die Wahrscheinlichkeitstheorie und Statistik
L
N.N.
German
Funktionalanalysis
L
Dr. Jan Fuhrmann
Galois Represetations and Modularity
L
Prof. Dr. Gebhard Böckle
English
Galoiskohomologie 1
L
Prof. Dr. Alexander Schmidt
German
Geometrische Gruppentheorie
L
Prof. Dr. Petra Schwer
Grundlagen der Optimierung
L
Prof. Dr. Roland Herzog
German
HEGL Proseminar "Illustrating Mathematics"
PS
N.N.
Lineare Algebra 1
L
Prof. Dr. Jan Johannes
German
Spezialied Lecture (Master) 4h with Tutorials
L
Prof. Dr. Enno Mammen

Summer Semester 2025

Table

Algebra 2
L
Denis Vogel
German
Analysis 2
L
Peter Albers
German
Analytische Zahlentheorie
S
Hendrik Kasten
German
Computer-assisted mathematics
S
Judith Ludwig, Florent Schaffhauser, Junyan Xu
English
Differentialtopologie 2
L
Markus Banagl
German
Discrete Structures II
L
Frederik Garbe, Marcus Kühn
English
Drinfeld modules and t-motives
S
Gebhard Böckle
English
Eindimensionale Dynamik
PS
Jan Fuhrmann
German
Einführung in die Geometrie
L
Hendrik Kasten
German
Einführung in die Mengenlehre
L
Kai Hauser
German
Einführung in die Numerik
L
Robert Scheichl, Jakob Zech
German
Einführung in die Theoretische Informatik
L
Felix Joos
German
Elliptic curves
S
Judith Ludwig, Junyan Xu
English
Evolutionsgleichungen
L
Hans Knüpfer
German
Fachdidaktisches S Geometrie
S
Marita Friesen, Jens Dennhardt
German
Finite Elements
L
Peter Bastian
English
Funktionalanalytische Behandlung partieller Differentialgleichungen
L
Peter Weidemaier
German
Funktionentheorie 1
L
Johannes Walcher
German
Galoiskohomologie 2
L
Alberto Merici
Garben auf komplexen Räumen
S
Otmar Venjakob, Marlon Kocher
English
Geometrische Konstruktionen
S
Denis Vogel
German
Gewöhnliche Differentialgleichungen
L
Filip Klawe
English
Graph Neural Networks
S
Jonas Cassel, Fabio Schlindwein
English
Grundlagen der Geometrie und Topologie
L
Kevin Wiegand
German
HEGL Mathematik unterrichten/Teaching Mathematics
S
Florent Schaffhauser, Anja Randecker
German/English
Help-Desk
sonst.
Hendrik Kasten, Denis Vogel
German
Hochdimensionale Statistik
S
Claudia Strauch
English
Knot theory
L
Alves Quintanilha, José Pedro
English
Kolmogorov complexity
S
Wolfgang Merkle
English
Liealgebren
S
Hendrik Kasten
German
Lineare Algebra 2
L
Jan Johannes
German
Mathematical Machine Learning
S
Evelyn Herberg
English
Mathematikdidaktik für den Unterricht am Gymnasium
L
Marita Friesen
German
Modularity And Galois Representations 2
L
Gebhard Böckle
English
Modulformen 2
L
Judith Ludwig
English
N.n.
PS
Denis Vogel
English
N.n.
S
Max Witzelsperger, Marvin Schneider
German
Nonlinear Optimization
L
Christoph Schnörr
English
Numerik
L
Vincent Heuveline
German
Numerische Optimierung bei Differentialgleichungen II
L
Ekaterina Kostina
English
P-adische Zahlen
PS
Christian Dahlhausen
German
Partielle Differentialgleichungen
L
Jan Fuhrmann
German
Preconditioning for large sparse linear systems
S
Guido Kanschat, Stefan Meggendorfer
English
Primes in Arithmetic Progressions
PS
Gebhard Böckle, Conti
English
Selected Chapters from Mathematical Modelling,
S
Ekaterina Kostina, Hridya Vinod Varma
English
Simulation and Optimization
Statistical analysis of deconvolution problems
S
Jan Johannes
English/German
Stochastik (rezeptfrei unterrichten)
PS
Jan Johannes, Ricardo Blum
German
String Theory 2
L
Ondra Hulik
English
Symplectic Field Theory
S
Agustin Moreno
English
Themen aus der Variationsrechnung
S
Hans Knüpfer, Van Phu Cuong Le
German
Topology
S
Markus Banagl
English
Wahrscheinlichkeitstheorie
L
Jan Fuhrmann
German
Wahrscheinlichkeitstheorie 2
L
Claudia Strauch
German

Winter Semester 2025/26

Table

Algebraische Zahlentheorie 1
L
Prof. Dr. Alexander Schmidt
German
Axiomatische Grundlagen der Mathematik
PS
Prof. Dr. Roland Herzog, Nico Haaf
German
Core: Variational Methods and Numerical Optimization
L
Prof. Dr. Christoph Schnörr
English
CV
L
Prof. Dr. Hans Knüpfer
Discrete Structures 1
L
Prof. Dr. Felix Joos
English
Funktionalanalysis
L
Prof. Dr. Anna Marciniak-Czochra
Höhere Analysis
L
Prof. Dr. Peter Albers
German
Höhere Mathematik 1
L
Prof. Dr. Johannes Walcher
German
Lineare Algebra 1
L
Prof. Dr. Roland Herzog
German
Mathematical Machine Learning
S
Evelyn Herberg
Englisch
Streifzüge durch die Mathematik
PS
Dr. Anna Schilling
German
Vector Bundles over Algebraic Curves
L
Prof. Dr. Florent Schaffhauser
English

Summer Semester 2026

Table

Algebraische Zahlentheorie 2
L
Prof. Dr. Alexander Schmidt
German
Höhere Mathematik 2
L
Prof. Dr. Johannes Walcher
German
Lineare Algebra 2
L
Prof. Dr. Roland Herzog
German
Mathematical Machine Learning
S
Evelyn Herberg
English

Winter Semester 2026/27

Table

Algebra 1
L
Prof. Dr. Alexander Schmidt
German
Höhere Mathematik 3
L
Prof. Dr. Johannes Walcher
German

Summer Semester 2027

Table

Algebra 2
L
Prof. Dr. Alexander Schmidt
German