Physics: Mathematical Methods of Physics
Start
Autumn 2026
Level
Master's
Language
English
Place of study
Lund
Course code
FYSN31
This course provides you with advanced mathematical tools and methods essential in physics. You will learn about analytic functions, differential equations, integral transforms, and Green's functions. These methods can be applied to concrete physical systems.
By participating in this course, you will gain a deeper understanding of the mathematical foundations underlying many physical theories and applications.
The course is an advanced physics course that can be part of a Master's programme in physics or astrophysics. It can also be taken as a standalone course.
Course content:
- Analytic functions
- Special functions
- Differential equations
- Fourier and Laplace transforms
- Green's functions
The teaching consists of lectures and exercises, where you will gain both theoretical knowledge and hands-on training. The lectures provide you with a solid theoretical foundation, while the exercises allow you to apply the theory to actual problems.
The course concludes with a written exam that tests your understanding and ability to use the learned methods.
Prerequisites
Admission to the course requires 75 credits in physics and 45 credits in mathematics, or a bachelor's degree in physics. English 6/B and basic eligibility.
Selection criteria
Seats are allocated according to: ECTS (HPAV): 100 %.
Tuition fees for non-EU/EEA citizens
Citizens of countries outside:
- The European Union (EU)
- The European Economic Area (EEA) and
- Switzerland
are required to pay tuition fees. You pay an instalment of the tuition fee in advance of each
semester.
Tuition fees, payments and exemptions
Full programme/course tuition fee: SEK 23,125
First payment: SEK 23,125
Note that you may also need to pay an application fee, or provide proof of exemption.
No tuition fees for citizens of the EU, EEA and Switzerland
There are no tuition fees for citizens of the European Union (EU), the European Economic Area (EEA) and Switzerland.