Mathematics
Master
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 | ||
| Curves over finite fields (BM) | 6 | ||
| Introduction to dynamical systems (BM) | 6 | ||
| Linear Analysis (BM) | 6 | ||
| Mathematical Statistics (BM) | 6 | ||
| Multiscale Mathematical Biology (BM) | 6 | ||
| Probability seminar: Random Graph ensembles (BM) | 6 | ||
| Quantum Computing (BM) | 6 | ||
|
Advanced courses in Leiden for Master students |
|||
| Statistical learning | 6 | ||
| Research traineeship applied analysis | 6 | ||
| Internet Seminar on Evolution Equations (TUD) | 9 | ||
|
Mastermath courses |
|||
| Algebraic geometry 1 (MM) | 8 | ||
| Algebraic number theory (MM) | 8 | ||
| Algebraic Topology (MM) | 8 | ||
| Analytic Number Theory (MM) | 8 | ||
| Commutative Algebra (MM) | 8 | ||
| Ergodic theory (MM) | 8 | ||
| Functional Analysis (MM) | 8 | ||
| Lerarenvak Fundamenten (MM) | 6 | ||
| Machine Learning Theory (MM) | 8 | ||
| Partial Differential Equations (MM) | 8 | ||
| All Mastermath fall courses | 6/8 | ||
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 will be 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 |
|||
| Advanced measure theory (BM) | 6 | ||
| Differentiable manifolds 2 (BM) | 6 | ||
| Introduction to Perturbation Methods (BM) | 6 | ||
| Metabolic Network Analysis (BM) | 6 | ||
| Modern Dynamics (BM) | 6 | ||
| Representation theory of finite groups (BM) | 6 | ||
| Stochastic Models for Genetic Evolution (BM) | 6 | ||
|
Advanced courses in Leiden for Master students |
|||
| Functional analysis seminar | 6 | ||
| Information-theoretic learning | 6/8 | ||
| Topics in Algebraic Geometry | 6 | ||
| Topics in Algebraic Number Theory | 6 | ||
| Research traineeship applied analysis | 6 | ||
|
Mastermath courses |
|||
| Algebraic Geometry 2 (MM) | 8 | ||
| Bayesian statistics (MM) | 8 | ||
| Elliptic Curves (MM) | 8 | ||
| All Mastermath spring courses | 6/8 | ||
Programme
The Mathematics Master programme offers courses in the following specialisations:
Algebra, Geometry and Number Theory (including Erasmus Mundus Algant)
Applied Mathematics
Mathematics and Communication
Mathematics and Education
Mathematics and Science-Based Business
More information about these specialisations can be found on the students website of Leiden University.
Please find the link here
For all specialisations a Master research project is required (30-40 ects)
| Course | EC | Semester 1 | Semester 2 |
|---|---|---|---|
| Master research project | 40 | ||
| ALGANT Master research project | 34 | ||