![[Translate to English:] Zur Startseite des Studienzentrum](/fileadmin/user_upload/fachbereiche/fb3/fb3/Bilder/Logos/StudienzentrumLogo.png)
The new brochures for the upcoming summer semester are now available online.
Academic Advisory Office - Mathematics
Academic Advisory Office - Mathematics
We are the main contact point for students in the mathematics programs and will help you if you have questions regarding study planning, application, examination organization and regulations, and advise on questions regarding the recognition of examinations and academic achievements.
We are also happy you with your application subject and general studies.
Bachelor
Our Faculty offers different German-language Bachelor's programs - full subject or teaching profession, all with a standard period of study of 6 semesters. All information as well as prerequisites and details about the individual Bachelor's degree programs can be found here:
Single Major Subject
Mathematik (Mathematics)
Industriemathematik (Industrial Mathematics)
Teaching/Education
Grundschule (Elementary School)
Gymnasien/Oberschulen (Secondary School)
expiring Programs
Mathematik (Mathematics)
Technomathematik (Techno-Mathematics)
Master
Building on a Bachelor's degree, the four-semester Master's programs impart knowledge and skills that enable students to successfully pursue their careers and build the basics for a further career. All information as well as prerequisites and details can be found here:
Teaching/Education
Grundschule (Elementary School)
Gymnasien/Oberschulen (Secondary School)
expiring Programs
Mathematik (Mathematics)
Technomathematik (Techno-Mathematics)
Here you will find all courses from previous and future semesters with the corresponding module assignment. Modules of a degree program as well as all module descriptions can be found under Curriculum within the respective degree program. The course descriptions can be found in the course brochures and further information (e.g. times and rooms) on the individual courses can be found in the course directory.
Date: January 2025
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-BA-EMDG1 | Mathematical reasoning and teaching 1 | Mathematical reasoning and teaching 1 | 03-M-EMDG1a | C. Duchhardt |
| 03-MAT-BA-EM1 | Mathematical reasoning in arithmetic and geometry 1 | Mathematical reasoning in arithmetic and geometry 1 | 03-M-EM1-1 | C. Duchhardt |
| 03-MAT-BA-EM4 | Mathematical modeling | Mathematical modeling | 03-M-EM4-1 | A. Narimanyan |
| 03-MAT-BA-EL | Elementary mathematics and learning | Elementary mathematics and learning | 03-M-EL-1 | I. Schäfer |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-BA-MGY1 | Linear Algebra | Linear Algebra 1 Additional Topics in Linear Algerba 1 for Teachers | 03-M-LAG-1.1 03-M-Gy1-1b | E. Saorín Gómez I. Schäfer |
| 03-MAT-BA-MGY3 | Analysis 1/2 | Analysis 1 Additional Topics in Analysis 1 for Teachers | 03-M-ANA-1.1 03-M-Gy3-1b | S. Kombrink I. Schäfer |
| 03-MAT-BA-MGY5 | Applied Mathematics | Applied Mathematics | 03-M-Gy5-1 | R. Stöver |
| 03-MAT-BA-D1 | Fundamentals of Mathematics Education | Basis and Essential Elements of Mathematics Education - Part 1 | 03-M-D1-1 | M. Vollstedt |
| 03-MAT-BA-D2 | Diagnosis and Support with School Practice | Diagnosing and Fostering with Practical Parts | 03-M-D2-2 | C. Knipping |
Industrial Mathematics as well as Mathematics
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-BA-ANA | Analysis 1-2 | Analysis 1 Additional Topics in Analysis 1 (Single Major Subject) | 03-M-ANA-1.1 03-M-ANA-1.2 | S. Kombrink S. Kombrink |
| 03-MAT-BA-LAG | Lineare Algebra 1-2 | Lineare Algebra 1 Additional Topics in Linear Algebra 1 (Single Major Subject) | 03-M-LAG-1.1 03-M-LAG-1.2 | E. Saorín Gómez E. Saorín Gómez |
| 03-MAT-BA-NUM-1 | Numerical Analysis 1 | Numerical Analysis 1 | 03-M-NUM-1 | A. Rademacher |
| 03-MAT-BA-ANA-3 | Analysis 3 | Analysis 3 | 03-M-ANA-3 | A. Pohl |
| 03-MAT-BA-ALG | Algebra | Algebra | 03-M-ALG-1 | E. Feichtner |
| 03-MAT-BA-MCP | Mathematical Computer Laboratory | Mathematical Computer Laboratory | 03-M-MCP-1 | M. Wiesner |
| 03-MAT-BA-MMOD | Mathematical Modelling | Mathematical Modelling | 03-M-MMOD-1 | A. Rademacher |
| 03-MAT-BA-FTH- (A, B oder C) | Advanced Topics (A, B, or C) | Algebraic Topology Basics of Mathematical Statistics (Statistics I) Complex Analysis Measure Theory and Probability | 03-M-FTH-9 03-M-FTH-10 03-M-Gy4-1 03-M-FTH-1 | D. Feichtner-Kozlov T. Dickhaus H. Vogt T. Dickhaus |
| 03-MAT-BA-FTIM | Advanced Topics Industrial Mathematics | Algebraic Topology Basics of Mathematical Statistics (Statistics I) Complex Analysis Measure Theory and Probability | 03-M-FTH-9 03-M-FTH-10 03-M-Gy4-1 03-M-FTH-1 | D. Feichtner-Kozlov T. Dickhaus H. Vogt T. Dickhaus |
| 03-MAT-BA-MKOM- (A oder B) | Communications in Mathematics (A or B) | REU-Projects Combinatorics | 03-M-MKOM-1 03-M-MKOM-14 | A. Pohl, M. Keßeböhmer D. Feichtner-Kozlov |
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-EMDG3 | Mathematical learning contexts | Math learning contexts - analysis from math and didactical perspepectives - Group 1 Math learning contexts - analysis from math and didactical perspepectives - Group 2 Math learning contexts - analysis from math and didactical perspepectives - Group 3 | 03-M-EMDG3-1 03-M-EMDG3-2 03-M-EMDG3-3 | C. Duchhardt C. Duchhardt C. Duchhardt |
| 03-MAT-MA-EM5 | Selected chapters of elementary mathematics | Selected chapters of elementary mathematics | 03-M-EM5-1 | C. Duchhardt |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-D3 | Didactical learning of thinking | Stoffdidaktisch denken lernen | 03-M-D3-1 | C. Knipping |
| 03-MAT-MA-MGY4b | Complex Analysis | Complex Analysis | 03-M-Gy4-1 | H. Vogt |
| 03-MAT-MA-D5 | Thinking and acting mathematically | Thinking and acting mathematically | 03-M-D5-1 | C. Knipping |
| 03-MAT-MA-D6a | Module Master Thesis (including Colloquium) | Module Master Thesis (Research Design) | 03-M-D6-1 | M. Vollstedt |
| 03-MAT-MA-MGY8b | Specialization Algebra/Number Theory | Specialization Algebra/Number Theory | 03-M-Gy8-2.1 | H. Vogt |
| 03-MAT-MA-EW-L GO-IP-FDM | Basics of pedagogical content knowledge in mathematics | Basic Competencies in Mathematics Education - Lecture Basic Competencies in Mathematics Education - Exercise | 12-23-GO-IP-FDM-01 12-23-GO-IP-FDM-02 | T. Janßen |
Industrial Mathematics and Data Analysis
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-MP | Modeling Project | Modeling Project (Part 2) | 03-M-MP-2 | M. Knauer |
| 03-MAT-MA-MDAIP | Mathematical Methods for Data Analysis and Image Processing | Mathematical Methods for Data Analysis and Image Processing | 03-M-MDAIP-1 | D. Lorenz |
| 03-MAT-MA-NPDE | Numerical Methods for Partial Differential Equations | Numerical Methods for Partial Differential Equations | 03-M-NPDE-1 | A. Rademacher |
| 03-MAT-MA-STDA- (A, B oder C) | Special Topics Data Analysis (A, B, or C) | Algebraic Topology Basics of Mathematical Statistics (Statistics I) Semiparametric Statistics (Statistics III) | 03-M-SP-26 03-M-SP-2 03-M-SP-28 | D. Feichtner-Kozlov T. Dickhaus W. Brannath |
| 03-MAT-MA-STIM- (A, B oder C) | Special Topics Industrial Mathematics (A, B, or C) | Algebraic Topology Introduction to Optimization and Optimal Control Online Optimization | 03-M-SP-26 03-M-SP-42 03-M-SP-41 | D. Feichtner-Kozlov C. Büskens D. Schmand |
| 03-MAT-MA-AC-DA | Advanced Communications Data Analysis | Algorithmic Game Theory Advanced Topics in Inverse Problems Stochastic-Statistical Dependencies Seminar on Numerics of PDEs High-Performance-Visualisierung | 03-M-AC-35 03-M-AC-34 03-M-AC-37 03-M-AC-36 03-M-AC-2 | D. Schmand D. Lorenz T. Dickhaus A. Rademacher A. Gerndt |
| 03-MAT-MA-AC-IM | Advanced Communications Industrial Mathematics | Algorithmic Game Theory Advanced Topics in Inverse Problems Stochastic-Statistical Dependencies Seminar on Numerics of PDEs High-Performance-Visualisierung | 03-M-AC-35 03-M-AC-34 03-M-AC-37 03-M-AC-36 03-M-AC-2 | D. Schmand D. Lorenz T. Dickhaus A. Rademacher A. Gerndt |
Mathematics
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-SP-(A, B oder C)-ALG | Specialization (A, B, or C) (Algebra) | Commutative Algebra | 03-M-SP-7 | A. Stefanou |
| 03-MAT-MA-SP-(A, B oder C)-ANA | Specialization (A, B, or C) (Analysis) | Approximation Theory Ergodic Theory | 03-M-SP-40 03-M-SP-13 | M. Beckmann M. Keßeböhmer |
| 03-MAT-MA-SP-(A, B oder C)-NUM | Specialization (A, B, or C) (Numerical Analysis) | Inverse Problems Algorithmic Game Theory Approximation Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations | 03-M-SP-37 03-M-SP-6 03-M-SP-40 03-M-SP-12 03-M-SP-38 03-M-SP-39 | D. Lorenz D. Schmand M. Beckmann A. Gerndt M. Knauer A. Rademacher |
| 03-MAT-MA-SP-(A, B oder C)-STS | Specialization (A, B, or C) (Statistics/Stochastics) | Ergodic Theory Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-13 03-M-SP-22 03-M-SP-23 | M. Keßeböhmer W. Brannath W. Brannath |
| 03-MAT-MA-AC-A-ALG | Advanced Communications A (Algebra) | Homological Algebra | 03-M-AC-25 | D. Feichtner-Kozlov |
| 03-MAT-MA-AC-A-ANA | Advanced Communications A (Analysis) | Advanced Communications Analysis | 03-M-AC-22 | A. Pohl |
| 03-MAT-MA-AC-A-NUM | Advanced Communications A (Numerical Analysis) | Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations | 03-M-AC-30 03-M-AC-31 | D. Lorenz A. Rademacher |
| 03-MAT-MA-AC-A-STS | Advanced Communications A (Statistics/Stochastics) | Game-Theoretic Statistics | 03-M-AC-33 | T. Dickhaus |
| 03-MAT-MA-AC-B-ALG | Advanced Communications B (Algebra) | Advanced Communications Analysis Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations Game-Theoretic Statistics | 03-M-AC-22 03-M-AC-30 03-M-AC-31 03-M-AC-33 | A. Pohl D. Lorenz A. Rademacher T. Dickhaus |
| 03-MAT-MA-AC-B-ANA | Advanced Communications B (Analysis) | Homological Algebra Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations Game-Theoretic Statistics | 03-M-AC-25 03-M-AC-30 03-M-AC-31 03-M-AC-33 | D. Feichtner-Kozlov D. Lorenz A. Rademacher T. Dickhaus |
| 03-MAT-MA-AC-B-NUM | Advanced Communications B (Numerical Analysis) | Homological Algebra Advanced Communications Analysis Game-Theoretic Statistics | 03-M-AC-25 03-M-AC-22 03-M-AC-33 | D. Feichtner-Kozlov A. Pohl T. Dickhaus |
| 03-MAT-MA-AC-B-STS | Advanced Communications B (Statistics/Stochastics) | Homological Algebra Advanced Communications Analysis Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations | 03-M-AC-25 03-M-AC-22 03-M-AC-30 03-M-AC-31 | D. Feichtner-Kozlov A. Pohl D. Lorenz A. Rademacher |
| 03-MAT-MA-D-(A, B, or C)-ALG | Diversification (A, B, or C) (Algebra) | Approximation Theory Ergodic Theory Inverse Problems Algorithmic Game Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-40 03-M-SP-13 03-M-SP-37 03-M-SP-6 03-M-SP-12 03-M-SP-38 03-M-SP-39 03-M-SP-22 03-M-SP-23 | M. Beckmann M. Keßeböhmer D. Lorenz D. Schmand A. Gerndt M. Knauer A. Rademacher W. Brannath W. Brannath |
| 03-MAT-MA-D-(A, B, or C)-ANA | Diversification (A, B, or C) (Analysis) | Commutative Algebra Approximation Theory Ergodic Theory Inverse Problems Algorithmic Game Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-7 03-M-SP-40 03-M-SP-13 03-M-SP-37 03-M-SP-6 03-M-SP-12 03-M-SP-38 03-M-SP-39 03-M-SP-22 03-M-SP-23 | A. Stefanou M. Beckmann M. Keßeböhmer D. Lorenz D. Schmand A. Gerndt M. Knauer A. Rademacher W. Brannath W. Brannath |
| 03-MAT-MA-D-(A, B, or C)-NUM | Diversification (A, B, or C) (Numerical Analysis) | Commutative Algebra Approximation Theory Ergodic Theory Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-7 03-M-SP-40 03-M-SP-13 03-M-SP-22 03-M-SP-23 | A. Stefanou M. Beckmann M. Keßeböhmer W. Brannath W. Brannath |
| 03-MAT-MA-D-(A, B, or C)-STS | Diversification (A, B, or C) (Statistics/Stochastics) | Commutative Algebra Approximation Theory Ergodic Theory Inverse Problems Algorithmic Game Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations | 03-M-SP-7 03-M-SP-40 03-M-SP-13 03-M-SP-37 03-M-SP-6 03-M-SP-12 03-M-SP-38 03-M-SP-39 | A. Stefanou M. Beckmann M. Keßeböhmer D. Lorenz D. Schmand A. Gerndt M. Knauer A. Rademacher |
| 03-MAT-MA-RC-A-ALG | Reading Course A (Algebra) | Reading Course Algebra | 03-M-RC-ALG | D. Feichtner-Kozlov |
| 03-MAT-MA-RC-A-ANA | Reading Course A (Analysis) | Reading Course Analysis | 03-M-RC-ANA | A. Pohl |
| 03-MAT-MA-RC-A-NUM | Reading Course A (Numerical Analysis) | Reading Course Numerical Analysis | 03-M-RC-NUM | C. Büskens |
| 03-MAT-MA-RC-A-STS | Reading Course A (Statistics/Stochastics) | Reading Course Statistics/Stochastics | 03-M-RC-STS | T. Dickhaus, W. Brannath |
| 03-MAT-MA-RC-B-(ALG, ANA, NUM, or STS) | Reading Course B (Algebra, Analysis, Numerical Analysis, or Statistics/Stochastics) | Reading Course Algebra Reading Course Analysis Reading Course Numerical Analysis Reading Course Statistics/Stochastics | 03-M-RC-ALG 03-M-RC-ANA 03-M-RC-NUM 03-M-RC-STS | D. Feichtner-Kozlov A. Pohl C. Büskens T. Dickhaus, W. Brannath |
Medical Biometry/Biostatistics
| Module Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-BioStat-A-2 | Statistical Modeling | Statistical Modelling II | 03-M-BioStat-A-2-3 | V. Didelez |
| 03-MAT-MA-BioStat-A-3 | Data Management and Statistical Programming | Statistical Programming | 03-M-BioStat-A-3-2 | M. Scharpenberg |
| 03-MAT-MA-BioStat-A-4 | Basic Epidemiology | Epidemiology | 03-M-BioStat-A-4-1 | K. Aleksandrova |
| 03-MAT-MA-BioStat-B-1 | Clinical/Diagnostic Trials, Laws, Guidelines and Ethics | Clinical Trials II Diagnostic Studies | 03-M-BioStat-B-1-2 03-M-BioStat-B-1-5 | M. Westphal W. Brannath |
| 03-MAT-MA-BioStat-B-2 | Fundamentals of Medicine | Pharmacology | 03-M-BioStat-B-2-2 | W. Brannath |
Date: November 2024
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) | Course Code | Lecturers |
| 03-MAT-BA-EMDG2 | Mathematisches Denken in Arithmetik und Geometrie 2 | Mathematisches Denken in Arithmetik und Geometrie 2 | 03-M-EMDG2a | C. Duchhardt |
| 03-MAT-BA-EM2 | Mathematisches Denken und Lernen 2 | Mathematisches Denken in Arithmetik und Geometrie 2 | 03-M-EM2-1 | C. Duchhardt |
| 03-MAT-BA-EM3 | Stochastisches Denken | Stochastisches Denken | 03-M-EM3-1 | C. Duchhardt |
| 03-MAT-BA-EMIG | Elementarmathematisches Modellieren Inklusiv Gestalten | Elementarmathematisches Modellieren Inklusiv Gestalten | 03-M-EMIG-1 | T. Janßen |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) | Course Code | Lecturers |
| 03-MAT-BA-MGY1 | Lineare Algebra | Lineare Algebra 2 (für Lehramt) | 03-M-Gy1-2 | A. Narimanyan |
| 03-MAT-BA-MGY2 | Geometrie | Geometrie | 03-M-Gy2-1 | A. Narimanyan |
| 03-MAT-BA-MGY3 | Analysis 1/2 | Analysis 2 für Lehramt | 03-M-Gy3-2 | R. Stöver |
| 03-MAT-BA-MGY7 | Stochastik | Stochastik | 03-M-STO-1 | I. Schäfer |
| 03-MAT-BA-D1 | Grundzüge der Mathematikdidaktik | Grundzüge der Mathematikdidaktik - Teil 2 | 03-M-D1-2 | F. Bredow, C. Knipping, L. Gunia |
Industrial Mathematics as well as Mathematics
| Code Number | Module Title (in german) | Course(s) (in german) | Course Code | Lecturers |
| 03-MAT-BA-ANA | Analysis 1-2 | Analysis 2 Vertiefung zur Analysis 2 | 03-M-ANA-2.1 03-M-ANA-2.2 | A. Pohl A. Pohl |
| 03-MAT-BA-LAG | Lineare Algebra 1-2 | Lineare Algebra 2 Vertiefung zur Linearen Algebra 2 | 03-M-LAG-2.1 03-M-LAG-2.2 | E. Saorín Gómez E. Saorín Gómez |
| 03-MAT-BA-NUM-2 | Numerik 2 | Numerik 2 | 03-M-NUM-2 | C. Büskens |
| 03-MAT-BA-STO | Stochastik | Stochastik | 03-M-STO-1 | I. Schäfer |
| 03-MAT-BA-FANA | Funktionalanalysis | Funktionalanalysis | 03-M-FANA-1 | H. Vogt |
| 03-MAT-BA-FTH- (A, B oder C) | Fortgeschrittene Themen (A, B oder C) | Algorithmische Diskrete Mathematik Altes und neue über konvexe Geometrie Approximationstheorie Funktionalsanalysis Topologie | 03-M-FTH-8 03-M-FTH-4 03-M-FTH-9 03-M-FANA-1 03-M-FTH-6 | N. Megow E. Saorín Gómez M. Beckmann H. Vogt E. Feichtner |
| 03-MAT-BA-MKOM- (A oder B) | Mathematisches Kommunizieren (A oder B) | FEB-Projekte Algebra Stochastik | 03-M-MKOM-1 03-M-MKOM-5 03-M-MKOM-12 | A. Pohl, M. Keßeböhmer E. Feichtner M. Keßeböhmer |
| 03-MAT-BA-MKOMI | Mathematisches Kommunizieren in der Industriemathematik | Proseminar Industriemathematik | 03-M-MKOMI-1 | R. Stöver |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) | Course Code | Lecturers |
| 03-MAT-MA-D4 | Lernprozesse in Mathematik analysieren und gestalten | Lernprozesse in Mathematik analysieren und gestalten (inkl. Praktikumsbetreuung) - Angebot 1 Lernprozesse in Mathematik analysieren und gestalten (inkl. Praktikumsbetreuung) - Angebot 2 | 03-M-D4-1 03-M-D4-2 | C. Knipping T. Janßen |
| 03-MAT-MA-D5 | Mathematisch denken und handeln | Mathematisch denken und handeln - Teil 2 (Gruppe 1) Mathematisch denken und handeln - Teil 2 (Gruppe 2) | 03-M-D5-2.1 03-M-D5-2.2 | T. Janßen C. Knipping |
| 03-MAT-MA-D6a | Modul Masterarbeit (inklusive Kolloquium) | Forschungsmethoden anwenden und reflektieren | 03-M-D6-3 | I. Schäfer |
Industrial Mathematics and Data Analysis
| Code Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-MP | Modeling Project | Modeling Project (Part 1) | 03-M-MP-1 | M. Knauer |
| 03-MAT-MA-STDA- (A, B oder C) | Special Topics Data Analysis (A, B oder C) | Ergodic Theory Regression Models (Statistics I) Inverse Problems Approximation Theory High-Performance Visualization Sequential and Adaptive Designs | 03-M-SP-13 03-M-SP-22 03-M-SP-37 03-M-SP-40 03-M-SP-12 03-M-SP-23 | M. Keßeböhmer W. Brannath D. Lorenz M. Beckmann A. Gerndt W. Brannath |
| 03-MAT-MA-STIM- (A, B oder C) | Special Topics Industrial Mathematics (A, B oder C) | Algorithmic Game Theory Mathematics of Quantum Computing High-Performance Visualization Inverse Problems Advanced Numerical Methods for Partial Differential Equations | 03-M-SP-6 03-M-SP-38 03-M-SP-12 03-M-SP-37 03-M-SP-39 | D. Schmand M. Knauer A. Gerndt D. Lorenz A. Rademacher |
| 03-MAT-MA-AC-DA | Advanced Communications Data Analysis | Homological Algebra Game-Theoretic Statistics Large Scale Convex Optimization | 03-M-AC-25 03-M-AC-33 03-M-AC-30 | D. Feichtner-Kozlov T. Dickhaus D. Lorenz |
| 03-MAT-MA-AC-IM | Advanced Communications Industrial Mathematics | Homological Algebra Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations | 03-M-AC-25 03-M-AC-30 03-M-AC-31 | D. Feichtner-Kozlov D. Lorenz A. Rademacher |
Mathematics
| Code Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-SP-(A, B oder C)-ALG | Specialization (A, B oder C) (Algebra) | Commutative Algebra | 03-M-SP-7 | A. Stefanou |
| 03-MAT-MA-SP-(A, B oder C)-ANA | Specialization (A, B oder C) (Analysis) | Approximation Theory Ergodic Theory | 03-M-SP-40 03-M-SP-13 | M. Beckmann M. Keßeböhmer |
| 03-MAT-MA-SP-(A, B oder C)-NUM | Specialization (A, B oder C) (Numerical Analysis) | Inverse Problems Algorithmic Game Theory Approximation Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations | 03-M-SP-37 03-M-SP-6 03-M-SP-40 03-M-SP-12 03-M-SP-38 03-M-SP-39 | D. Lorenz D. Schmand M. Beckmann A. Gerndt M. Knauer A. Rademacher |
| 03-MAT-MA-SP-(A, B oder C)-STS | Specialization (A, B oder C) (Statistics/Stochastics) | Ergodic Theory Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-13 03-M-SP-22 03-M-SP-23 | M. Keßeböhmer W. Brannath W. Brannath |
| 03-MAT-MA-AC-A-ALG | Advanced Communications A (Algebra) | Homological Algebra | 03-M-AC-25 | D. Feichtner-Kozlov |
| 03-MAT-MA-AC-A-ANA | Advanced Communications A (Analysis) | Advanced Communications Analysis | 03-M-AC-22 | A. Pohl |
| 03-MAT-MA-AC-A-NUM | Advanced Communications A (Numerical Analysis) | Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations | 03-M-AC-30 03-M-AC-31 | D. Lorenz A. Rademacher |
| 03-MAT-MA-AC-A-STS | Advanced Communications A (Statistics/Stochastics) | Game-Theoretic Statistics | 03-M-AC-33 | T. Dickhaus |
| 03-MAT-MA-AC-B-ALG | Advanced Communications B (Algebra) | Advanced Communications Analysis Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations Game-Theoretic Statistics | 03-M-AC-22 03-M-AC-30 03-M-AC-31 03-M-AC-33 | A. Pohl D. Lorenz A. Rademacher T. Dickhaus |
| 03-MAT-MA-AC-B-ANA | Advanced Communications B (Analysis) | Homological Algebra Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations Game-Theoretic Statistics | 03-M-AC-25 03-M-AC-30 03-M-AC-31 03-M-AC-33 | D. Feichtner-Kozlov D. Lorenz A. Rademacher T. Dickhaus |
| 03-MAT-MA-AC-B-NUM | Advanced Communications B (Numerical Analysis) | Homological Algebra Advanced Communications Analysis Game-Theoretic Statistics | 03-M-AC-25 03-M-AC-22 03-M-AC-33 | D. Feichtner-Kozlov A. Pohl T. Dickhaus |
| 03-MAT-MA-AC-B-STS | Advanced Communications B (Statistics/Stochastics) | Homological Algebra Advanced Communications Analysis Large Scale Convex Optimization Numerical Methods for Nonlinear Partial Differential Equations | 03-M-AC-25 03-M-AC-22 03-M-AC-30 03-M-AC-31 | D. Feichtner-Kozlov A. Pohl D. Lorenz A. Rademacher |
| 03-MAT-MA-D-(A, B oder C)-ALG | Diversification (A, B oder C) (Algebra) | Approximation Theory Ergodic Theory Inverse Problems Algorithmic Game Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-40 03-M-SP-13 03-M-SP-37 03-M-SP-6 03-M-SP-12 03-M-SP-38 03-M-SP-39 03-M-SP-22 03-M-SP-23 | M. Beckmann M. Keßeböhmer D. Lorenz D. Schmand A. Gerndt M. Knauer A. Rademacher W. Brannath W. Brannath |
| 03-MAT-MA-D-(A, B oder C)-ANA | Diversification (A, B oder C) (Analysis) | Commutative Algebra Approximation Theory Ergodic Theory Inverse Problems Algorithmic Game Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-7 03-M-SP-40 03-M-SP-13 03-M-SP-37 03-M-SP-6 03-M-SP-12 03-M-SP-38 03-M-SP-39 03-M-SP-22 03-M-SP-23 | A. Stefanou M. Beckmann M. Keßeböhmer D. Lorenz D. Schmand A. Gerndt M. Knauer A. Rademacher W. Brannath W. Brannath |
| 03-MAT-MA-D-(A, B oder C)-NUM | Diversification (A, B oder C) (Numerical Analysis) | Commutative Algebra Approximation Theory Ergodic Theory Regression Models (Statistics II) Sequential and Adaptive Designs | 03-M-SP-7 03-M-SP-40 03-M-SP-13 03-M-SP-22 03-M-SP-23 | A. Stefanou M. Beckmann M. Keßeböhmer W. Brannath W. Brannath |
| 03-MAT-MA-D-(A, B oder C)-STS | Diversification (A, B oder C) (Statistics/Stochastics) | Commutative Algebra Approximation Theory Ergodic Theory Inverse Problems Algorithmic Game Theory High-Performance Visualization Mathematics of Quantum Computing Advanced Numerical Methods for Partial Differential Equations | 03-M-SP-7 03-M-SP-40 03-M-SP-13 03-M-SP-37 03-M-SP-6 03-M-SP-12 03-M-SP-38 03-M-SP-39 | A. Stefanou M. Beckmann M. Keßeböhmer D. Lorenz D. Schmand A. Gerndt M. Knauer A. Rademacher |
| 03-MAT-MA-RC-A-ALG | Reading Course A (Algebra) | Reading Course Algebra | 03-M-RC-ALG | D. Feichtner-Kozlov |
| 03-MAT-MA-RC-A-ANA | Reading Course A (Analysis) | Reading Course Analysis | 03-M-RC-ANA | A. Pohl |
| 03-MAT-MA-RC-A-NUM | Reading Course A (Numerical Analysis) | Reading Course Numerical Analysis | 03-M-RC-NUM | C. Büskens |
| 03-MAT-MA-RC-A-STS | Reading Course A (Statistics/Stochastics) | Reading Course Statistics/Stochastics | 03-M-RC-STS | T. Dickhaus, W. Brannath |
| 03-MAT-MA-RC-B-(ALG, ANA, NUM oder STS) | Reading Course B (Algebra, Analysis, Numerical Analysis oder Statistics/Stochastics) | Reading Course Algebra Reading Course Analysis Reading Course Numerical Analysis Reading Course Statistics/Stochastics | 03-M-RC-ALG 03-M-RC-ANA 03-M-RC-NUM 03-M-RC-STS | D. Feichtner-Kozlov A. Pohl C. Büskens T. Dickhaus, W. Brannath |
Medical Biometry/Biostatistics
| Code Number | Module Title | Course(s) | Course Code | Lecturers |
| 03-MAT-MA-BioStat-A-2 | Statistical Modeling | Statistical Modelling II | 03-M-BioStat-A-2-3 | V. Didelez |
| 03-MAT-MA-BioStat-A-3 | Data Management and Statistical Programming | Statistical Programming | 03-M-BioStat-A-3-2 | M. Scharpenberg |
| 03-MAT-MA-BioStat-A-4 | Basic Epidemiology | Epidemiology | 03-M-BioStat-A-4-1 | K. Aleksandrova |
| 03-MAT-MA-BioStat-B-1 | Clinical/Diagnostic Trials, Laws, Guidelines and Ethics | Clinical Trials II Diagnostic Studies | 03-M-BioStat-B-1-2 03-M-BioStat-B-1-5 | M. Westphal W. Brannath |
| 03-MAT-MA-BioStat-B-2 | Fundamentals of Medicine | Pharmacology | 03-M-BioStat-B-2-2 | W. Brannath |
Date: Juli 2023
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-EM1 | Mathematisches Denken in Arithmetik und Geometrie 1 | Mathematisches Denken in Artihmetik und Geometrie 1 |
| 03-MAT-BA-EMDG1 | Mathematisches Denken und Lernen 1 | Mathematisches Denken in Artihmetik und Geometrie 1 |
| 03-MAT-BA-EL | Elementarmathematik und Lernen | Elementarmathematik und Lernen |
| 03-MAT-BA-EM4 | Mathematisches Modellieren | Mathematisches Modellieren |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-MGY1 | Lineare Algebra | Lineare Algebra 1 Vertiefung zur Linearen Algebra 1 (für Lehramt) |
| 03-MAT-BA-MGY3 | Analysis 1/2 | Analysis 1 Vertiefung zur Analysis 1 (für Lehramt) |
| 03-MAT-BA-MGY5 | Angewandte Mathematik | Angewandte Mathematik |
| 03-MAT-BA-D1 | Grundzüge der Mathematikdidaktik | Grundzüge der Mathematikdidaktik - Teil 1 |
| 03-MAT-BA-D2 | Diagnostizieren und Fördern mit Praxisanteilen | Diagnostizieren und Fördern mit Praxisanteilen |
Industrial Mathematics as well as Mathematics
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-ANA | Analysis 1-2 | Analysis 1 Vertiefung zur Analysis 1 (Vollfach) |
| 03-MAT-BA-LAG | Lineare Algebra 1-2 | Lineare Algebra 1 Vertiefung zur Linearen Algebra 1 (Vollfach) |
| 03-MAT-BA-MCP | Mathematisches Computerpraktikum | Mathematisches Computerpraktikum |
| 03-INF-BA-IBGP-PI1 | Praktische Informatik 1 | Praktische Informatik 1 |
| 03-MAT-BA-ANA3 | Analysis 3 | Analysis 3 |
| 03-MAT-BA-NUM1 | Numerik 1 | Numerik 1 |
| 03-MAT-BA-ALG | Algebra | Algebra |
| 03-MAT-BA-MMOD | Mathematische Modellierung | Mathematische Modellierung |
| 03-MAT-BA-FTH-(A, B or C) | Fortgeschrittene Themen (A, B or C) | Maß- und Wahrscheinlichkeitstheorie Algebraic Topology Mathematische Modellierung Funktionentheorie Basics of mathematical Statistics (Statistics I) |
| 03-MAT-BA-FTIM | Fortgeschrittene Themen Industriemathematik | Maß- und Wahrscheinlichkeitstheorie Funktionentheorie Algebraic Topology Basics of mathematical Statistics (Statistics I) |
| 03-MAT-BA-MKOM-(A or B) | Mathematisches Kommunizieren (A or B) | FEB-Projekte Exponentialfamilien Differentialgleichungen Themen in Algebra und Topologie Lineare Algebra und Geometrie Algebra |
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-MA-EMDG3 | Mathematische Lernumgebungen | Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 1 Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 2 Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 3 Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 4 |
| 03-MAT-MA-EM5 | Ausgewählte Kapitel der Mathematik | Ausgewählte Kapitel der Elementarmathematik |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-MA-D3 | Stoffdidaktisch denken lernen | Stoffdidaktisch denken lernen |
| 03-MAT-MA-MGY4b | Funktionentheorie | Funktionentheorie |
| 03-MAT-MA-D5 | Mathematisch denken und handeln | Mathematisch denken und handeln |
| 03-MAT-MA-D6 | Modul Masterarbeit | Modul Masterarbeit (Forschungsdesigns) |
| 03-MAT-MA-MGY8b | Vertiefung Algebra/Zahlentheorie | Vertiefung Algebra/Zahlentheorie - Gruppe 1 Vertiefung Algebra/Zahlentheorie - Gruppe 2 |
Industrial Mathematics and Data Analysis
| Code Number | Module Title | Course(s) |
| 03-MAT-MA-MDAIP | Mathematical Methods for Data Analysis and Image Processing | Mathematical Foundations of Data Analysis |
| 03-MAT-MA-NPDE | Numerical Methods for Partial Differential Equations | Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-MP | Modeling Project | Modeling Project (Part 2) |
| 03-MAT-MA-STDA-(A, B or C) | Special Topics Data Analysis (A, B or C) | Advanced Topics in Image Processing Finite Elements - Selected Chapters Algebraic Topology Convex Analysis and Optimization Basics of mathematical Statistics (Statistics I) Mathematical Concepts of Risk Management (Statistics III) |
| 03-MAT-MA-STIM-(A, B or C) | Special Topics Industrial Mathematics (A, B or C) | Advanced Topics in Image Processing Finite Elements - Selected Chapters Algebraic Topology Convex Analysis and Optimization Basics of mathematical Statistics (Statistics I) |
| 03-MAT-MA-AC-DA | Advanced Communications Data Analysis | Mathematical Methods in Machine Learning Topics in Algebra and Topology Challenges in Inverse Problems Introduction to Robust Control High-Performance-Visualization |
| 03-MAT-MA-AC-IM | Advanced Communications Industrial Mathematics | Advanced Numerical Methods for Partial Differential Equations Challenges in Inverse Problems Mathematical Methods in Machine Learning Topics in Algebra and Topology Introduction to Robust Control High-Performance-Visualization |
Mathematics
| Code Number | Module Title | Course(s) |
| 03-MAT-MA-SP-(A, B or C)-ALG | Specialization (A, B or C) (Algebra) | Algebraic Topology |
| 03-MAT-MA-SP-(A, B or C)-ANA | Specialization (A, B or C) (Analysis) | Spectral Geometry of Hyperbolic Surfaces |
| 03-MAT-MA-SP-(A, B or C)-NUM | Specialization (A, B or C) (Numerical Analysis) | Advanced Topics in Image Processing Finite Elements - Selected Chapters Convex Analysis and Optimization |
| 03-MAT-MA-SP-(A, B or C)-STS | Specialization (A, B or C) (Statistics/Stochastics) | Basics of Mathematical Statistics (Statistics I) Mathematical Concepts of Risk Management (Statistics III) |
| 03-MAT-MA-AC-A-ALG | Advanced Communications A (Algebra) | Topics in Algebra and Topology Geometry of Polynomials |
| 03-MAT-MA-AC-A-ANA | Advanced Communications A (Analysis) | Advanced Communication Analysis Analysis/Stochastics/Statistics Mathematical Methods in Machine Learning |
| 03-MAT-MA-AC-A-NUM | Advanced Communications A (Numerical Analysis) | Mathematical Methods in Machine Learning Challenges in Inverse Problems High-Performance-Visualization Introduction to Robust Control Advanced Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-AC-A-STS | Advanced Communications A (Statistics/Stochastics) | Exponential Families Analysis/Stochastics/Statistics |
| 03-MAT-MA-AC-B-ALG | Advanced Communications B (Algebra) | Advanced Communications Analysis Challenges in Inverse Problems Analysis/Stochastics/Statistics Introduction to Robust Control Mathematical Methods in Machine Learning High-Performance-Visualization Advanced Numerical Methods for Partial Differential Equations Exponential Families |
| 03-MAT-MA-AC-B-ANA | Advanced Communications B (Analysis) | Topics in Algebra and Topology Challenges in Inverse Problems Introduction to Robust Control Analysis/Stochastics/Statistics Geometry of Polynomials Mathematical Methods in Machine Learning High-Performance-Visualization Advanced Numerical Methods for Partial Differential Equations Exponential Families |
| 03-MAT-MA-AC-B-NUM | Advanced Communications B (Numerical Analysis) | Topics in Algebra and Topology Geometry of Polynomials Advanced Communication Analysis Analysis/Stochastics/Statistics Mathematical Methods in Machine Learning Exponential Families |
| 03-MAT-MA-AC-B-STS | Advanced Communications B (Statistics/Stochastics) | Topics in Algebra and Topology Advanced Communication Analysis Introduction to Robust Control Analysis/Stochastics/Statistics Geometry of Polynomials Mathematical Methods in Machine Learning High-Performance-Visualization Advanced Numerical Methods for Partial Differential Equations Exponential Families |
| 03-MAT-MA-D-(A, B or C)-ALG | Diversification (A, B or C) (Algebra) | Advanced Topics in Image Processing Finite Elements - Selected Chapters Spectral Geometry of Hyperbolic Surfaces Convex Analysis and Optimization Basics of Mathematical Statistics (Statistics I) Mathematical Concepts of Risk Management (Statistics III) |
| 03-MAT-MA-D-(A, B or C)-ANA | Diversification (A, B or C) (Analysis) | Algebraic Topology Advanced Topics in Image Processing Finite Elements - Selected Chapters Convex Analysis and Optimization Basics of Mathematical Statistics (Statistics I) Mathematical Concepts of Risk Management (Statistics III) |
| 03-MAT-MA-D-(A, B or C)-NUM | Diversification (A, B or C) (Numerical Analysis) | Algebraic Topology Basics of Mathematical Statistics (Statistics I) Mathematical Concepts of Risk Management (Statistics III) Spectral Geometry of Hyperbolic Surfaces |
| 03-MAT-MA-D-(A, B or C)-STS | Diversification (A, B or C) (Statistics/Stochastics) | Algebraic Topology Advanced Topics in Image Processing Spectral Geometry of Hyperbolic Surfaces Finite Elements - Selected Chapters Convex Analysis and Optimization |
| 03-MAT-MA-RC-A-ALG | Reading Course A (Algebra) | Reading Course Algebra |
| 03-MAT-MA-RC-A-ANA | Reading Course A (Analysis) | Reading Course Analysis |
| 03-MAT-MA-RC-A-NUM | Reading Course A (Numerical Analysis) | Reading Course Numerical Analysis |
| 03-MAT-MA-RC-A-STS | Reading Course A (Statistics/Stochastics) | Reading Course Statistics/Stochastics |
| 03-MAT-MA-RC-B-(ALG, ANA, NUM or STS) | Reading Course B (Algebra, Analysis, Numerical Analysis or Statistics/Stochastics) | Reading Course Algebra Reading Course Analysis Reading Course Numerical Analysis Reading Course Statistics/Stochastics |
Medical Biometry/Biostatistics
| Code Number | Module Title | Course(s) |
| 03-MAT-MA-BioStat-A-1 | Biometrical Methods | Biometrical Methods |
| 03-MAT-MA-BioStat-A-2 | Statistical Modeling | Statistical Modelling I |
| 03-MAT-MA-BioStat-A-3 | Data Management and Statistical Programming | Data Management |
| 03-MAT-MA-BioStat-B-1 | Clinical/Diagnostic Trials, Laws, Guidelines and Ethics | Clinical Trials I Ethical Aspects, Laws and Guidelines |
| 03-MAT-MA-BioStat-B-2 | Fundamentals of Medicine | Medical Basics - Common Diseases and Molecular Medicine |
Date: February 2024
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-EMDG1 | Mathematisches Denken und Lernen 1 | Mathematisches Denken und Lehren 1 - Fachdidaktische Grundlagen Vertiefungsseminar zu fachdidaktischen Grundlagen |
| 03-MAT-BA-EM2 | Mathematisches Denken in Arithmetik und Geometrie 2 | Mathematisches Denken in Arithmetik und Geometrie 2 |
| 03-MAT-BA-EM3 | Stochastisches Denken | Stochastisches Denken |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-MGY1 | Lineare Algebra | Lineare Algebra 2 (für Lehramt) |
| 03-MAT-BA-MGY2 | Geometrie | Geometrie |
| 03-MAT-BA-MGY3 | Analysis 1/2 | Analysis 2 (für Lehramt) |
| 03-MAT-BA-D1 | Grundzüge der Mathematikdidaktik | Grundzüge der Mathematikdidaktik |
| 03-MAT-BA-STO | Stochastik | Stochastik |
| 03-MAT-BA-IP-GO-M | Mathematikdidaktik inklusiv | Mathematikdidaktik inklusiv Teil I Mathematikdidaktik inklusiv Teil II |
Industrial Mathematics as well as Mathematics
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-ANA | Analysis 1-2 | Analysis 2 Vertiefung zur Analysis 2 |
| 03-MAT-BA-LAG | Lineare Algebra 1-2 | Lineare Algebra 2 Vertiefung zur Linearen Algebra 2 |
| 03-MAT-BA-NUM-2 | Numerik 2 | Numerik 2 |
| 03-MAT-BA-STO | Stochastik | Stochastik |
| 03-MAT-BA-FTH-(A, B or C) | Fortgeschrittene Themen (A, B or C) | Funktionalanalysis Topologie |
| 03-MAT-BA-MKOM-(A or B) | Mathematisches Kommunizieren (A or B) | FEB-Projekte Algebra Zelluläre Automaten und Selbstorganisation Homologische Algebra |
| 03-MAT-BA-MKOMI | Mathematisches Kommunizieren in der Industriemathematik | Proseminar Industriemathematik |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-MA-D4 | Lernprozesse in Mathematik analysieren und gestalten | Lernprozesse in Mathematik analysieren und gestalten (Praktikumsbetreuung) - Angebot 1 Lernprozesse in Mathematik analysieren und gestalten (Praktikumsbetreuung) - Angebot 2 |
| 03-MAT-MA-D5 | Mathematisch denken und handeln | Mathematisch denken und handeln 1 Mathematisch denken und handeln 2 |
| 03-MAT-MA-MGY8b | Vertiefung Algebra/Zahlentheorie | Vertiefung Algebra/Zahlentheorie |
Industrial Mathematics and Data Analysis
| Code Number | Module Title | Course(s) |
| 03-MAT-MA-MP | Modeling Project | Modeling Project (Part 1) |
| 03-MAT-MA-STDA-(A, B or C) | Special Topics Data Analysis (A, B or C) | Semiparametric Models High-Performance-Visualization Linear and Generalized Linear Regression (Statistics II) Mathematical Foundations of Machine Learning Selected Topics in Convex Optimization Selected topics on Optimization for Machine Learning Analytic and Discrete Convex Geometry Differential Geometry |
| 03-MAT-MA-STIM-(A, B or C) | Special Topics Industrial Mathematics (A, B or C) | High-Performance-Visualization Digital Optimal Control and Optimal Feedback Control Mathematical Foundations of Machine Learning Selected Topics in Convex Optimization Selected topics on Optimization for Machine Learning Differential Geometry Scientific Programming and Advanced Numerical Methods Spectral Theory |
| 03-MAT-MA-AC-DA | Advanced Communications Data Analysis | Advanced Communication Analysis Deep learning for Inverse Problems Advanced Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-AC-IM | Advanced Communications Industrial Mathematics | Advanced Communication Analysis Deep learning for Inverse Problems Advanced Numerical Methods for Partial Differential Equations |
Mathematics
| Code Number | Module Title | Course(s) |
| 03-MAT-MA-SP-(A, B or C)-ALG | Specialization (A, B or C) (Algebra) | Analytic and Discrete Convex Geometry |
| 03-MAT-MA-SP-(A, B or C)-ANA | Specialization (A, B or C) (Analysis) | Differential Geometry Mathematical Foundations of Machine Learning Spectral Theory |
| 03-MAT-MA-SP-(A, B or C)-NUM | Specialization (A, B or C) (Numerical Analysis) | Digital Optimal Control and Optimal Feedback Control High-Performance-Visualization Selected Topics in Convex Optimization Selected Topics on Optimization for Machine Learning Scientific Programming and Advanced Numerical Methods |
| 03-MAT-MA-SP-(A, B or C)-STS | Specialization (A, B or C) (Statistics/Stochastics) | Linear and Generalized Linear Regression (Statistics II) Semiparametric Models |
| 03-MAT-MA-AC-A-ALG | Advanced Communications A (Algebra) | Homological Algebra |
| 03-MAT-MA-AC-A-ANA | Advanced Communications A (Analysis) | Advanced Communication Analysis |
| 03-MAT-MA-AC-A-NUM | Advanced Communications A (Numerical Analysis) | Deep learning for Inverse Problems Advanced Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-AC-A-STS | Advanced Communications A (Statistics/Stochastics) | - |
| 03-MAT-MA-AC-B-ALG | Advanced Communications B (Algebra) | Advanced Communication Analysis Deep learning for Inverse Problems Advanced Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-AC-B-ANA | Advanced Communications B (Analysis) | Homological Algebra Deep learning for Inverse Problems Advanced Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-AC-B-NUM | Advanced Communications B (Numerical Analysis) | Homological Algebra Advanced Communication Analysis |
| 03-MAT-MA-AC-B-STS | Advanced Communications B (Statistics/Stochastics) | Advanced Communication Analysis Homological Algebra Deep learning for Inverse Problems Advanced Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-D-(A, B or C)-ALG | Diversification (A, B or C) (Algebra) | Differential Geometry Mathematical Foundations of Machine Learning Spectral Theory Digital Optimal Control and Optimal Feedback Control High-Performance-Visualization Selected Topics in Convex Optimization Selected Topics on Optimization for Machine Learning Scientific Programming and Advanced Numerical Methods Linear and Generalized Linear Regression (Statistics II) Semiparametric Models |
| 03-MAT-MA-D-(A, B or C)-ANA | Diversification (A, B or C) (Analysis) | Analytic and Discrete Convex Geometry Digital Optimal Control and Optimal Feedback Control High-Performance-Visualization Selected Topics in Convex Optimization Selected Topics on Optimization for Machine Learning Scientific Programming and Advanced Numerical Methods Linear and Generalized Linear Regression (Statistics II) Semiparametric Models |
| 03-MAT-MA-D-(A, B or C)-NUM | Diversification (A, B or C) (Numerical Analysis) | Analytic and Discrete Convex Geometry Differential Geometry Mathematical Foundations of Machine Learning Spectral Theory Linear and Generalized Linear Regression (Statistics II) Semiparametric Models |
| 03-MAT-MA-D-(A, B or C)-STS | Diversification (A, B or C) (Statistics/Stochastics) | Analytic and Discrete Convex Geometry Differential Geometry Mathematical Foundations of Machine Learning Spectral Theory Digital Optimal Control and Optimal Feedback Control High-Performance-Visualization Selected Topics in Convex Optimization Selected Topics on Optimization for Machine Learning Scientific Programming and Advanced Numerical Methods |
| 03-MAT-MA-RC-A-ALG | Reading Course A (Algebra) | Reading Course Algebra |
| 03-MAT-MA-RC-A-ANA | Reading Course A (Analysis) | Reading Course Analysis |
| 03-MAT-MA-RC-A-NUM | Reading Course A (Numerical Analysis) | Reading Course Numerical Analysis |
| 03-MAT-MA-RC-A-STS | Reading Course A (Statistics/Stochastics) | Reading Course Statistics/Stochastics |
| 03-MAT-MA-RC-B-(ALG, ANA, NUM or STS) | Reading Course B (Algebra, Analysis, Numerical Analysis or Statistics/Stochastics) | Reading Course Algebra Reading Course Analysis Reading Course Numerical Analysis Reading Course Statistics/Stochastics |
Medical Biometry/Biostatistics
| Code Number | Module Title | Course(s) |
| 03-MAT-MA-BioStat-A-5 | Biometrical Methods – Special Aspects | Biometric Research in Medicine |
Date: December 2023
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-EM1 | Mathematisches Denken in Artihmetik und Geometrie 1 | Mathematisches Denken in Artihmetik und Geometrie 1 |
| 03-MAT-BA-EMDG1 | Mathematisches Denken und Lernen 1 | Mathematisches Denken in Artihmetik und Geometrie 1 |
| 03-MAT-BA-EL | Elementarmathematik und Lernen | Elementarmathematik und Lernen |
| 03-MAT-BA-EM4 | Mathematisches Modellieren | Mathematisches Modellieren |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-MGY1 | Lineare Algebra | Lineare Algebra 1 Vertiefung zur Linearen Algebra 1 (für Lehramt) |
| 03-MAT-BA-MGY3 | Analysis 1/2 | Analysis 1 Vertiefung zur Analysis 1 (für Lehramt) |
| 03-MAT-BA-MGY5 | Angewandte Mathematik | Angewandte Mathematik |
| 03-MAT-BA-D1 | Grundzüge der Mathematikdidaktik | Grundzüge der Mathematikdidaktik - Teil 1 |
| 03-MAT-BA-D2 | Diagnostizieren und Fördern mit Praxisanteilen | Diagnostizieren und Fördern mit Praxisanteilen |
Industrial Mathematics as well as Mathematics
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-BA-ANA | Analysis 1-2 | Analysis 1 Vertiefung zur Analysis 1 (Vollfach) |
| 03-MAT-BA-LAG | Lineare Algebra 1-2 | Lineare Algebra 1 Vertiefung zur Linearen Algebra 1 (Vollfach) |
| 03-MAT-BA-MCP | Mathematisches Computerpraktikum | Mathematisches Computerpraktikum |
| 03-INF-BA-IBGP-PI1 | Praktische Informatik 1 | Praktische Informatik 1 |
| 03-MAT-BA-ANA3 | Analysis 3 | Analysis 3 |
| 03-MAT-BA-NUM1 | Numerik 1 | Numerik 1 |
| 03-MAT-BA-ALG | Algebra | Algebra |
| 03-MAT-BA-MMOD | Mathematische Modellierung | Mathematische Modellierung |
| 03-MAT-BA-FTH-(A, B or C) | Fortgeschrittene Themen (A, B or C) | Einführung in die Kryptographie Konvexe Geometrie Algorithmische Diskrete Mathematik Funktionentheorie Basics of Mathematical Statistics (Statistics I) Algebraische Topologie |
| 03-MAT-BA-FTIM | Fortgeschrittene Themen Industriemathematik | Konvexe Geometrie Algorithmische Diskrete Mathematik Funktionentheorie Basics of Mathematical Statistics (Statistics I) Algebraische Topologie |
| 03-MAT-BA-MKOM-(A or B) | Mathematisches Kommunizieren (A or B) | FEB-Projekte Lineare Algebra Topologische Dynamische Systeme Algebra Approximation Methods in Probability and Statistics Convex Analysis |
Mathematics for Elementary Teachers (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-MA-EMDG3 | Mathematische Lernumgebungen | Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 1 Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 2 Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 3 Lernumgebungen - Analyse aus fachlicher und didaktischer Perspektive - Gruppe 4 |
| 03-MAT-MA-EM5 | Ausgewählte Kapitel der Mathematik | Ausgewählte Kapitel der Elementarmathematik |
Mathematics for Teaching at Secondary Schools (incl. Inclusive Education/Special Needs Education)
| Code Number | Module Title (in german) | Course(s) (in german) |
| 03-MAT-MA-D3 | Stoffdidaktisch denken lernen | Stoffdidaktisch denken lernen |
| 03-MAT-MA-MGY4b | Funktionentheorie | Funktionentheorie |
| 03-MAT-MA-D5 | Mathematisch denken und handeln | Mathematisch denken und handeln |
| 03-MAT-MA-D6 | Modul Masterarbeit | Modul Masterarbeit (Forschungsdesigns) |
| 03-MAT-MA-MGY8b | Vertiefung Algebra/Zahlentheorie | Vertiefung Algebra/Zahlentheorie |
Industrial Mathematics and Data Analysis
| Code Number | Module Title | Course(s) |
| 03-MAT-MA-MDAIP | Mathematical Methods for Data Analysis and Image Processing | Mathematical Foundations of Data Analysis |
| 03-MAT-MA-NPDE | Numerical Methods for Partial Differential Equations | Numerical Methods for Partial Differential Equations |
| 03-MAT-MA-MP | Modeling Project | Modeling Project (Part 2) |
| 03-MAT-MA-STDA-(A, B or C) | Special Topics Data Analysis (A, B or C) | Advanced Methods in Applied Statistics (Statistics III) Algebraic Topology Basics of Mathematical Statistics (Statistics I) Finite Elements for Contact Problems Introduction to Robust Control Inverse Problems in Imaging |
| 03-MAT-MA-STIM-(A, B or C) | Special Topics Industrial Mathematics (A, B or C) | Basics of Mathematical Statistics (Statistics I) Finite Elements for Contact Problems Introduction to Nonlinear Optimization, Optimal Control and Optimal Feedback Control Introduction to Robust Control Inverse Problems in Imaging |
| 03-MAT-MA-AC-DA | Advanced Communications Data Analysis | Approximation Methods in Probability and Statistics Convex Analysis Mathematical Methods in Machine Learning High-Performance-Visualization |
| 03-MAT-MA-AC-IM | Advanced Communications Industrial Mathematics | Convex Analysis Numerical Methods and Neural Networks for Partial Differential Equations Mathematical Methods in Machine Learning High-Performance-Visualization |
Mathematics
| 03-MAT-MA-SP-(A, B or C)-ALG | Specialization (A, B or C) (Algebra) | Algorithms and Uncertainty Algebraic Topology |
| 03-MAT-MA-SP-(A, B or C)-ANA | Specialization (A, B or C) (Analysis) | Inverse Problems in Imaging Finite Elements for Contact Problems |
| 03-MAT-MA-SP-(A, B or C)-NUM | Specialization (A, B or C) (Numerical Analysis) | Algorithms and Uncertainty Mathematical Methods for Data Analysis and Image Processing Numerical Methods for Partial Differential Equations Inverse Problems in Imaging Finite Elements for Contact Problems Introduction to Robust Control Introduction to Nonlinear Optimization, Optimal Control and Optimal Feedback Control Trajectory Optimization |
| 03-MAT-MA-SP-(A, B or C)-STS | Specialization (A, B or C) (Statistics/Stochastics) | Basics of Mathematical Statistics (Statistics I) Advanced Methods in Applied Statistics (Statistics III) |
| 03-MAT-MA-AC-A-ALG | Advanced Communications A (Algebra) | Algebra |
| 03-MAT-MA-AC-A-ANA | Advanced Communications A (Analysis) | Mathematical Methods in Machine Learning Harmonic Analysis Techniques for Elliptic Operators Ergodic Theory |
| 03-MAT-MA-AC-A-NUM | Advanced Communications A (Numerical Analysis) | Convex Analysis Numerical Methods and Neural Networks for Partial Differential Equations Mathematical Methods in Machine Learning High-Performance-Visualization |
| 03-MAT-MA-AC-A-STS | Advanced Communications A (Statistics/Stochastics) | Approximation Methods in Probability and Statistics |
| 03-MAT-MA-AC-B-ALG | Advanced Communications B (Algebra) | Approximation Methods in Probability and Statistics Convex Analysis Numerical Methods and Neural Networks for Partial Differential Equations Mathematical Methods in Machine Learning High-Performance-Visualization Harmonic Analysis Techniques for Elliptic Operators Ergodic Theory |
| 03-MAT-MA-AC-B-ANA | Advanced Communications B (Analysis) | Algebra Approximation Methods in Probability and Statistics Convex Analysis Numerical Methods and Neural Networks for Partial Differential Equations Mathematical Methods in Machine Learning High-Performance-Visualization |
| 03-MAT-MA-AC-B-NUM | Advanced Communications B (Numerical Analysis) | Algebra Approximation Methods in Probability and Statistics Mathematical Methods in Machine Learning Harmonic Analysis Techniques for Elliptic Operators Ergodic Theory |
| 03-MAT-MA-AC-B-STS | Advanced Communications B (Statistics/Stochastics) | Algebra Convex Analysis Numerical Methods and Neural Networks for Partial Differential Equations Mathematical Methods in Machine Learning High-Performance-Visualization Harmonic Analysis Techniques for Elliptic Operators Ergodic Theory |
| 03-MAT-MA-D-(A, B or C)-ALG | Diversification (A, B or C) (Algebra) | Algorithms and Uncertainty Mathematical Methods for Data Analysis and Image Processing Numerical Methods for Partial Differential Equations Inverse Problems in Imaging Finite Elements for Contact Problems Introduction to Robust Control Introduction to Nonlinear Optimization, Optimal Control and Optimal Feedback Control Trajectory Optimization Basics of Mathematical Statistics (Statistics I) Advanced Methods in Applied Statistics (Statistics III) |
| 03-MAT-MA-D-(A, B or C)-ANA | Diversification (A, B or C) (Analysis) | Algorithms and Uncertainty Algebraic Topology Mathematical Methods for Data Analysis and Image Processing Numerical Methods for Partial Differential Equations Inverse Problems in Imaging Finite Elements for Contact Problems Introduction to Robust Control Introduction to Nonlinear Optimization, Optimal Control and Optimal Feedback Control Trajectory Optimization Basics of Mathematical Statistics (Statistics I) Advanced Methods in Applied Statistics (Statistics III) |
| 03-MAT-MA-D-(A, B or C)-NUM | Diversification (A, B or C) (Numerical Analysis) | Algorithms and Uncertainty Algebraic Topology Inverse Problems in Imaging Finite Elements for Contact Problems Basics of Mathematical Statistics (Statistics I) Advanced Methods in Applied Statistics (Statistics III) |
| 03-MAT-MA-D-(A, B or C)-STS | Diversification (A, B or C) (Statistics/Stochastics) | Algorithms and Uncertainty Algebraic Topology Inverse Problems in Imaging Finite Elements for Contact Problems Mathematical Methods for Data Analysis and Image Processing Numerical Methods for Partial Differential Equations Introduction to Robust Control Introduction to Nonlinear Optimization, Optimal Control and Optimal Feedback Control Trajectory Optimization |
| 03-MAT-MA-RC-A-ALG | Reading Course A (Algebra) | Reading Course Algebra |
| 03-MAT-MA-RC-A-ANA | Reading Course A (Analysis) | Reading Course Analysis |
| 03-MAT-MA-RC-A-NUM | Reading Course A (Numerical Analysis) | Reading Course Numerical Analysis |
| 03-MAT-MA-RC-A-STS | Reading Course A (Statistics/Stochastics) | Reading Course Statistics/Stochastics |
| 03-MAT-MA-RC-B-(ALG, ANA, NUM or STS) | Reading Course B (Algebra, Analysis, Numerical Analysis or Statistics/Stochastics) | Reading Course Algebra Reading Course Analysis Reading Course Numerical Analysis Reading Course Statistics/Stochastics |
Medical Biometry/Biostatistics
| 03-MAT-MA-BioStat-B-2 | Fundamentals of Medicine | Special Areas of Medicine (Medicine III) |
| 03-MAT-MA-BioStat-A-4 | Basic Epidemiology | Epidemiology - Journal Club |
| 03-MAT-MA-BioStat-A-5 | Biometrical Methods – Special Aspects | Survival Analysis Multiple Testing Problems Non-Parametric Methods Bayes-Statistics Biometric Research in Medicine |
| 03-MAT-MA-BioStat-A-6 | Complex Statistical Modeling | Complex Statistical Modelling |
You have already completed coursework or obtained credit points for modules, e.g. as part of a previous program or staying abroad, and would now like to have these recognized in your current mathematical program?
If yes, you must submit an application for recognition of credits. This application must be completed, signed and sent with all required documents (important: always enclose the relevant module descriptions for the modules you have listed) to
anerkennungmathematikprotect me ?!uni-bremenprotect me ?!.de
(Note: document is in german).
As soon as your application has been received, it will be checked and you will then receive feedback by email.
If you have any questions, please contact the Academic Advisory Office - Mathematics and further information on the recognition procedure at the University of Bremen can be found here.
Attention:
Credtis can only be recognized on the level of modules and only if the content, scope and requirements essentially correspond to the module to be recognized. Moreover, this can only be done if no examination attempt has yet been made in the module to be recognized at the time of application.
Bachelor
- Industriemathematik Vollfach: German / English
- Mathematik Vollfach: German / English
- Lehramt an Gymnasien/Oberschulen: German / English
- Lehramt an Gymnasien/Oberschulen inklusive Pädagogik/Sonderpädagogik: German / English
- Elementarmathematik: German / English
- Elementarmathematik inklusive Pädagogik/Sonderpädagogik: German / English
- Berufliche Bildung - Pflegewissenschaft: German / English
Master
- Industrial Mathematics and Data Analysis - focus on data analysis: English
- Industrial Mathematics and Data Analysis - focus on industrial mathematics: English
- Mathematics - with application subject: English
- Mathematics - without application subject: English
- Medical Biometry / Biostatistics: English
- Elementarmathematik: German / English
- Elementarmathematik inklusive Pädagogik/Sonderpädagogik: German / English
- Lehramt an Gymnasien/Oberschulen: German / English
- Lehramt an Gymnasien/Oberschulen inklusive Pädagogik/Sonderpädagogik: German / English
- Lehramt an berufsbildenden Schulen - Pflege: German / English
- Lehramt an berufsbildenden Schulen - Technik: German / English
Bachelor
- Industriemathematik Vollfach: German / English
- Mathematik Vollfach: German / English
- Lehramt an Gymnasien/Oberschulen: German / English
- Lehramt an Gymnasien/Oberschulen inklusive Pädagogik/Sonderpädagogik: German / English
- Elementarmathematik: German / English
- Elementarmathematik inklusive Pädagogik/Sonderpädagogik: German / English
- Berufliche Bildung - Pflegewissenschaft: German / English
Master
- Industrial Mathematics and Data Analysis - focus on data analysis: English
- Industrial Mathematics and Data Analysis - focus on industrial mathematics: English
- Mathematics - with application subject: English
- Mathematics - without application subject: English
- Medical Biometry / Biostatistics: English
- Elementarmathematik: German / English
- Elementarmathematik inklusive Pädagogik/Sonderpädagogik: German / English
- Lehramt an Gymnasien/Oberschulen: German / English
- Lehramt an Gymnasien/Oberschulen inklusive Pädagogik/Sonderpädagogik: German / English
- Lehramt an berufsbildenden Schulen - Pflege: German / English
- Lehramt an berufsbildenden Schulen - Technik: German / English