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Institute of Mathematics

Semester abroad in Würzburg

Study courses

During a semester abroad at JMU Würzburg, you can attend all mathematics courses. However, we recommend that you conclude a learning agreement at your home university before you arrive in order to ensure transferability upon your return.

Below you will find the regularly offered courses at the Institute of Mathematics. Please note:

  • Courses in Bachelor's and teaching degree programmes are usually held in German language.
  • Courses in the Master's degree programmes are often offered in English language.
  • There are accompanying exercise groups for all lectures.
  • The third column shows the semester hours per week of lectures (L), exercises (E) and seminars (S).

Analysis 1 every semester L(4)+E(2) module description
Analysis 2 every semester L(4)+E(2) module description
Linear Algebra 1 every semester L(4)+E(2) module description
Linear Algebra 2 every semester L(4)+E(2) module description
Advanced Analysis every winter semester L(4)+E(2) module description
Numerical Mathematics 1 every winter semester L(4)+E(2) module description
Numerical Mathematics 2 every summer semester L(4)+E(2) module description
Stochastics 1 every winter semester L(4)+E(2) module description
Stochastics 2 every summer semester L(4)+E(2) module description
Introduction to Algebra every winter semester L(4)+E(2) module description
Applied Algebra every summer semester L(4)+E(2) module description
Ordinary Differential Equations every winter semester L(4)+E(2) module description
Modelling and Scientific Computing every winter semester L(4)+E(2) module description
Introduction to Compex Analysis every summer semester L(4)+E(2) module description
Introduction to Number Theory every summer semester L(4)+E(2) module description
Introduction to Discrete Mathematics every summer semester L(4)+E(2) module description
Geometric Analysis every summer semester L(4)+E(2) module description
Introduction to Stochastic Financial Mathematics every summer semester L(4)+E(2) module description
Introduction to Differential Geometry every summer semester L(4)+E(2) module description
Introduction to Partial Differential Equations irregularly L(4)+E(2) module description
Optimization for Machine Learning irregularly L(4)+E(2) module description
Introduction to Functional Analysis irregularly L(4)+E(2) module description
Introduction to Topology irregularly L(3)+E(1) module description
Mathematical Aspects of Modern Cryptography irregularly L(3)+E(1) available soon
Selected Topics in History of Mathematics irregularly L(2)+E(2) module description
Computational Mathematics every winter semester L(1)+E(2) module description
Seminars on varying topics every semester S(2) module description

The courses are aimed either at students for the teaching profession at high schools (German Gymnasium, Gym) or at middle and elementary schools (German Grund-, Mittel- and Realschulen, GMR).
Elementary Geometry (Gym) every winter semester L(4)+E(2) module description
Stochastics (Gym) every summer semester L(4)+E(2) module description
Elementary Number Theory (GMR) every winter semester L(4)+E(2) module description
Elementary Geometry (GMR) every winter semester L(4)+E(2) module description
Elementary Stochastics (GMR) every summer semester L(2)+E(2) module description
Linear Algebra (GMR) every summer semester L(4)+E(2) module description
Fundamentals of Analysis 1 (GMR) every winter semester L(4)+E(2) module description
Fundamentals of Analysis 2 (GMR) every summer semester L(2)+E(2) module description
Analytical Geometry (GMR) every winter semester L(4)+E(2) module description
Fundamentals of Differential Equations (GMR) every summer semester L(3)+E(2) module description

The courses are aimed either at students for the teaching profession at high schools (German Gymnasium, Gym), at middle schools (German Mittel- and Realschulen, MS/RS) or at elementary schools (German Grundschulen, GS).
Didactics of Geometry (Gym) every winter semester L(2)+E(2) module description
Didactics of Analysis (Gym) every winter semester L(2)+E(2) module description
Didactics of Algebra (Gym) every summer semester L(2)+E(2) module description
Didactics of Geometry(GS) every winter semester L(2)+E(2) module description
Didactics of Arithmetics (GS) every winter semester L(2)+E(2) module description
Didactics of Application of Mathematics (GS) every summer semester L(2)+E(2) module description
Didactics of Geometry (MS/RS) every winter semester L(2)+E(2) module description
Didactics of Algebra (MS/RS) every winter semester L(2)+E(2) module description
Didactics of Stochastics (MS/RS) every summer semester L(2)+E(2) module description

Here there is a varying offer of lectures with exercises, seminars and research in groups on topics from the  research areas represented at the Institute. The Institute's research groups can be found on the Research page. To get an overview, it is also worth taking a look at the module handbook of the Master's programme in Mathematics.

Mathematics 1 for students of Computer science every winter semester L(5)+E(2) module description
Mathematics 2 for students of Computer science every summer semester L(5)+E(2) module description
Mathematics 1 for students of Physics and Engineering sciences every winter semester L(5)+E(2) module description
Mathematics 2 for students of Physics and Engineering sciences every summer semester L(5)+E(2) module description
Differential Calculus for Economics and Management every winter semester L(2)+E(2) module description
Linear Algebra for Economics and Management every winter semester L(2)+E(2) module description
Mathematics for students of Biology and Food Chemistry every winter semester L(3)+E(2) module description
Mathematics for students of Chemistry and Biochemistry every semester L(3)+E(2) module description
Statistics for students of Biomedicine every winter semester L(2)+E(2) module description