## Fall

In the list below courses indicated with (BM) are intended for beginning master students or advanced bachelor students. Other courses are more advanced. The code (TUD) indicates that the course is taught in Delft.

The fall courses of Mastermath are on this Mastermath schedule.

The Mastermath courses taught by instructors from Leiden are also listed below with the code (MM).

Course | EC | Semester 1 | Semester 2 |
---|---|---|---|

Courses in Leiden for Masters and advanced Bachelor students |
|||

Complex network (BM) | 6 | ||

Commutative algebra (BM) | 6 | ||

Diophantine approximation (BM) | 6/8 | ||

Introduction to algebraic topology (BM) | 6 | ||

Introduction to dynamical systems (BM) | 6 | ||

Linear Analysis (BM) | 6 | ||

Measure theory (BM) | 6 | ||

Multiscale Mathematical Biology (BM) | 6 | ||

Probability seminar: random matrix theory (BM) | 6 | ||

Advanced courses in Leiden for Master students |
|||

Hidden Gibbs models & applications | 6 | ||

Statistical learning theory | 4 | ||

Mastermath courses |
|||

Elliptic Curves (MM) | 8 | ||

Functional Analysis (MM) | 8 | ||

Mathematical Biology (MM) | 8 | ||

All Mastermath fall courses | 8/16/24/32 | ||

Courses in Delft |
|||

Measure theory and integration (TUD) | 6 | ||

Internet Seminar on Evolution Equations (TUD) | 9 |

## Spring

In the list below courses indicated with (BM) are intended for beginning master students or advanced bachelor students. Other courses are more advanced. The code (TUD) indicates that the course is taught in Delft.

The spring courses of Mastermath are on this Mastermath schedule.

The Mastermath courses taught by instructors from Leiden are also listed below with the code (MM).

Course | EC | Semester 1 | Semester 2 |
---|---|---|---|

Courses in Leiden for masters and advanced bachelor students |
|||

Bifurcations and chaos (BM) | 6 | ||

Curves over finite fields (BM) | 6 | ||

Dynamical systems seminar (BM) | 6 | ||

Ergodic Theory and Fractals (BM) | 6 | ||

History of mathematics (BM) | 6 | ||

Differentiable manifolds 2 (BM) | 6 | ||

Mathematical Biology: the Virtual Cell (BM) | 6 | ||

Probability: Coupling theory (BM) | 6 | ||

Representation theory of finite groups (BM) | 6 | ||

Advanced courses in Leiden for Master students |
|||

Forensic statistics and graphical models | 6 | ||

Functional analysis seminar | 6 | ||

Information-theoretic learning | 6/8 | ||

Mathematical Statistics | 6 | ||

Topics in Algebraic Geometry | 6 | ||

Mastermath courses |
|||

Modular forms (MM) | 8 | ||

Partial Differential Equations (MM) | 8 | ||

Stochastic Processes (MM) | 8 | ||

Time Series (MM) | 8 | ||

All Mastermath spring courses | 8/16/24/32 | ||

Courses in Delft |
|||

Partial differential equations and functional analysis (TUD) | 6 | ||

Special functions (TUD) | 6 |

## More info

The Mathematics Master programme offers courses in the following specialisations:

- Algebra, Geometry and Number Theory (including Erasmus Mundus Algant)
- Applied Mathematics
- Statistical Science for Life and Behavioural Sciences
- Mathematics and Communication
- Mathematics and Education
- Mathematics and Science-Based Business

Each specialisation offers courses at an advanced level, leading eventually to an individual research project and a Master’s thesis. Some of the courses (at least 30 EC) are to be taken at a national level, via the Dutch national mastermath programme. The length of each specialisation is two years. Students from any university in the Netherlands with a Bachelor of Science Degree in Mathematics or with a Bachelor of Science Degree with major in Mathematics are admitted to the programme. For all other students, an Admission Committee will consider the possibility of enrolling.