Courses

Course planning

On these pages you will find a preview and a review of the courses at the Department of Mathematics. We usually provide the course planning one or two semesters in advance. In this way you will not miss any exciting courses and can also reliably plan your studies. On this page, you only find the English instructed courses. To view all planned courses, please change language settings to German.

On the subject of "course planning"

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On the subject of "course planning"

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Name SWS CP Study Programme Lecturer
Analysis I 4+2+Tut. 9 B.Sc./LaG/M.Ed. Haller
Linear Algebra I (english) 4+2+Tut 9 B.Sc. Otto
Linear Algebra I (german) 4+2+Tut. 9 B.Sc. Scheithauer
Linear Algebra (teaching program) 2+1 9 LaG/M.Ed. Pauli
Complex Analysis 2+1 5 B.Sc. Egert
Ordinary Differential Equations 2+1 5 B.Sc. Egert
Introduction to Numerical Analysis 3+2+1P 9 B.Sc. Tscherpel
Introduction to Scientific Programming 1 2+2 3 B.Sc. Paffenholz
Mathematics as Common Language in Science 2+1 5 LaG/M.Ed. Schweitzer
Geometry (for Teaching Degrees) 2+2 5 LaG/M.Ed. Große-Brauckmann
Foundations of Teaching and Learning of Mathematics 2+2 6 LaG/M.Ed. Krüger
Name SWS CP Study Programme Specialisation Mathematical discipline Lecturer
Algebra 4+2 9 B.Sc./M.Sc./LaG no Algebra Bruinier
Functionalanalysis 4+2 9 B.Sc./M.Sc. no Analysis Hieber
Differential Geometry 4+2 9 B.Sc./M.Sc./LaG no Geometrie Reif
Introduction
to Mathematical Logic 		4+2 9 B.Sc. / M.Sc. / Teaching Programme no Logic Eickmeyer
Mathematical Foundations of CS 2+1 5 B.Sc./M.Sc. no Logic Kohlenbach
Numerical Methods for Ordinary Differential Equations 4+2 9 B.Sc./M.Sc. no Numerics Giesselmann
Introduction to Optimization 4+2 9 B.Sc./M.Sc./LaG no Optimization Disser
Discrete Mathematics 4+2 9 B.Sc./M.Sc. no Optimization Pfetsch
Probability Theory 4+2 9 B.Sc. / M.Sc. / Teaching Programme no Stochastics Kohler
Mathematics as Common Language in Science 2+1 5 LaG no Didaktik Schweitzer
Variety of mathematical tasks (online) 2 2 LaG no Didaktik Krüger
Complex Analysis 2+1 5 LaG/M.Ed. no Analysis Egert
Algebraic Geometry 2+1 5 M.Sc. yes Algebra Richarz
Algebraic Topology
 4+2 9 M.Sc. yes Algebra Pauli
PDE I (en) 4+2 9 M.Sc. yes Analysis Stinner
Internet Seminar (en) Lesekurs 9 M.Sc. yes Analysis Haller/Egert
Mathematical Modelling of Fluid Interfaces II (en) 2+1 5 M.Sc. / B.Sc. yes Analysis Bothe
Stochastic PDEs with applications to climate sciences (en) 2+1 5 M.Sc. / B.Sc. yes Analysis Del Sarto
Riemannian Geometry (en) 4+2 9 M.Sc. yes Geometry Große-Brauckmann
Algorithms and Symmetry (en) 4+2 9 M.Sc. yes Logic Schweitzer
Finite Model Theory (en) 2+1 5 M.Sc. yes Logic Otto
Advanced Applied Proof Theory (en) 2+1 5 M.Sc. yes Logic Kohlenbach
Directed Graph Structure Theory (en) 2+1 5 M.Sc. yes Logic Hatzel
Numerics for PDEs with Uncertain Data (en) 4+2 9 M.Sc. yes Numerics Lang
Computational Electromagnetics (en) 2+2 5 M.Sc. yes Numerics Schmidt
Nonlinear Optimization (en) 4+2 9 M.Sc. yes Optimization Ulbrich
Online Optimization (en) 2+1 5 M.Sc. yes Optimization Disser
Optimization in Machine Learning (en) 2+1 5 M.Sc. yes Optimization Pfetsch
Numerical Methods for Optimization with PDEs (en)
 2+1 5 M.Sc. yes Optimization NN
Statistical Theory of Deep Learning (en) 4+2 9 M.Sc. yes Stochastics Wichelhaus
Stochastic processes (en) 4+2 9 M.Sc. yes Stochastics Aurzada
Name SWS CP Study Programme Mathematical Discipline Lecturer
Mathematical Seminar Algebra (en) 2 5 M.Sc. Algebra Richarz
Mathematical Seminar Analysis (ger/en) 2 5 B.Sc. Analysis Egert/Haller
Mathematical Seminar Analysis (en) 2 5 M.Sc. Analysis Egert/Haller
Mathematical Seminar Logics (en) 2 5 B.Sc./M.Sc. Logic Schweitzer
Mathematical Seminar Logics (en)
DAIS-Seminar 		2 5 M.Sc. Logic Schweitzer
Mathematical Seminar Numerics (ger)
 2 5 B.Sc. Numerics Lang
Mathematical Seminar Numerics (en) 2 5 M.Sc. Numerics Tscherpel
Mathematical Seminar Optimization (ger/en) 2 5 B.Sc./M.Sc. Optimization Ulbrich
Mathematical Seminar Optimization (ger/en) 2 5 B.Sc./M.Sc. Optimization Pfetsch
Mathematical Seminar Stochastics (en)
(possibly does not take place) 		2 5 M.Sc. Stochastics Betz
Proseminar Introduction 2 B.Sc. Schmidt
Proseminar Algebra (ger) 2 3 B.Sc. Algebra Bruinier
Proseminar Logic (en) 2 3 B.Sc. Logic Kohlenbach
Proseminar Numerics 2 3 B.Sc. Numerics Giesselmann
Proseminar Master of Education 2 3 M.Ed. Giesselmann
Specialized didactics for undergraduates 2 2 LaG/M.Ed. Didactic Schwarzer
Practical training in schools III for mathematics 4 (5 weeks block internship) 5 LaG/M.Ed. Didactic Schwarzer / Stein
Seminar for subject-specific didactics: New media in mathematical lessons 2 3 LaG/M.Ed. Didactic Stein
Seminar for subject-specific didactics: Stochastics in schools 2 3 LaG/M.Ed. Didactic Krüger
Seminar for subject-specific didactics: Analysis in schools 2 3 LaG/M.Ed. Didactic Krüger
Project for subject-specific didactics: Problem solving 2 3 LaG/M.Ed. Didactic Jägemann
Variety of mathematical tasks (online) 2 2 LaG/M.Ed. Didactic Schwarzer
DGS online training 1 1 M.Ed. Didactic Schwarzer
Name SWS CP Speak Lecturer for the master's supplementary programm
Analysis II 4+2+Tut. 9 german Haller
Linear Algebra II and Proseminar 4+2+Tut. 9 english Otto
Lineare Algebra II 4+2+Tut. 9 german Wedhorn
Integration Theory 4+2 9 german Egert
Introduction to Stochastics 4+2 9 german Betz
Algorithmic Discrete Mathematics 2+1 5 english Disser
Introduction to Algebra 2+1 5 german Wedhorn
Introduction to Scientific Programming II 2+2 3 german Gerisch
Teaching and Learning Mathematics 2+2 6 german Krüger
Topology 2+1 5 german NN x
Sobolev Spaces 2+1 5 english Stinner x
Manifolds 2+1 5 german Große-Brauckmann x
Logic and Foundations 2+1 5 german Otto
Introduction to Mathematical Modelling 2+1 5 german Lang
Introduction to Mathematical Finance 2+1 5 german Kohler x
Seminars/Projects
Seminar in Mathematics: Algebra 2 S 5 german/english Bruinier
Seminar in Mathematics: Algebra “Complex Analysis II” 2 S 5 englisch Egert
Seminar in Mathematics: Geometry 2 S 5 german/english Reif
Seminar in Mathematics: Logic „Proof Theory“ 2 S 5 englisch Kohlenbach
Seminar in Mathematics: Numeric 2 S 5 german Giesselmann
Seminar in Mathematics: Optimization 2 S 5 german/english Ulbrich
Seminar in Mathematics: Optimization 2 S 5 englisch Disser
Seminar in Mathematics: Stochastic 2 S 5 german Kohler
Seminar in Mathematics: Stochastic 2 S 5 english Kohler
Interdisziplinary Project 2 P 2 german Giesselmann
Proseminar – Introduction 2 PS german Schmidt
Proseminar Stochastic 2 PS 3 german Wichelhaus
Name Speak SWS CP Lecturer
Algebra
Automorphic Forms english 4+2 9 Bruinier
Seminar in Mathematics Algebra english 2 S 5 Richarz/Wedhorn
Seminar in Mathematics Algebra german/english 2 S 5 Bruinier
Analysis
PDE II english 4+2 9 Stinner
Internetseminar english 2 S 5 Haller/Egert
Seminar in Mathematics Analysis “Mathematical Modelling” english 2 S 5 Bothe
Geometry
Specialisation in Geometry english 4+2 9 Reif
Logic
Introduction to Computability Theory english 2+1 5 Kohlenbach
Specialisation Logic english 2+1 5 Otto
Computational Group Theory (en) english 4+2 9 Schweitzer
Mathematisches Seminar in Logik „Proof Theory“ english 2 S 5 Kohlenbach
Numeric
Efficient Methods for Data Assimilation englisch 2+1 5 Giesselmann
Scalable Linear Solvers for Data Science english 2+1 5 Lang
Mathematisches Seminar in Numeric english 2 S 5 Lang
Optimization
Discrete Optimization english 4+2 9 Pfetsch
Geometric Combinatorics english 2+1 5 Paffenholz
First-order methods for optimization in data analytics english 2+1 5 Ulbrich
Optimization in function space english 2+1 5 Christof
Mathematisches Seminar in Optimization german/english 2 S 5 Ulbrich/Christof
Mathematisches Seminar in Optimization english 2 S 5 Disser
Stochastic
Specialisation in Stochastic english 4+2 9 Aurzada
Mathematisches Seminar in Stochastik english 2 S 5 Wichelhaus
You can also include modules from the bachelor's elective area in the supplementary area.
Name SWS CP Area Lecturer
subject didactics
Didactical Proseminar (1 Gruppe) 2 2 LaG Jägemann
Practical Training III (1 Gruppe) 4 (1S + 5 Wochen Blockprakt.) 5 LaG Schwarzer
Didactical Introduction Mathematic and Blockschulphase 2 4 LaG Stein
Seminar for subject-specific didactics: Online task training 2 3 LaG / M.Ed. Schwarzer
Seminar for subject-specific didactics: Algebra in schools 2 3 LaG / M.Ed. Jägemann
Seminar for subject-specific didactics: Mathematical Modelling with students 2 3 LaG Giesselmann
Project for subject-specific didactics: Application-oriented mathematical lessons 4 6 LaG Schwarzer
Project for subject-specific didactics: Online Task Training 4 6 LaG Schwarzer
Introduction in Excel (online) 1 2 LaG / M.Ed. NN
Area of responsibility
Lineare Algebra II for teaching 2+1 9 LaG Pauli
Analysis II 4+2 9 LaG / M.Ed. Haller
Introduction to Stochastik 4+2 9 M.Ed. Betz
Elective area/Combinations
Logic and Foundations and Seminar for subject-specific didactics: Online task training 8 LaG Otto/Schwarzer
Introduction to Algebra and Seminar for subject-specific didactics: Algebra in schools 8 LaG Wedhorn/Jägemann
Elementary Number Theory and Seminar for subject-specific didactics: Algebra in schools 8 LaG Pauli/Jägemann
Mathematical additions
Elementary Number Theory 2+1 5 LaG / M.Ed. Pauli
Introduction to Algebra 2+1 5 LaG / M.Ed. Wedhorn
Logik and Foundations 2+1 5 LaG / M.Ed. Otto
Integration theory 4+2 9 LaG Egert
Introduction to Mathematical Modelling 2+1 5 LaG / M.Ed. Lang
Algorithmic Discrete Mathematics 2+1 5 LaG / M.Ed. Disser

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