## Admission Requirements

Analyse 1(NA) and 2(NA) and Lineaire Algebra 1(NA) and 2(NA)

## Description

The course Mathematical Methods of Physics deals with a number of different topics from algebra and geometry that are applied in physics.

## Course Objectives

After finishing this course you have an operational knowledge of the following concepts and you are able to make (simple) problems concerning the following subjects:

advanced linear algebra: dual of a vector space, quotient spaces, tensor product

tensors

differentiable manifolds, metric tensor

covariant derivative, parallel displacement, geodesics, curvature

groups and homomorphisms

representations of groups (mainly finite groups)

some applications in physics

## Timetable

Schedule

For detailed information go to Timetable in Brightspace

## Mode of instruction

See Brightspace

## Assessment Method

written exam with open questions

(optional) homework

By handing in homework (optional!) a bonus of 0.5 maximum can be earned that will be added to the total grade of the exam. This bonus is only given if the total grade of the exam is at least 5.5.

In the same academic year a retake exam will be organised. The homework bonus grade is not valid for the retake. It is not possible to retake the homework.

## Brightspace

Registration for Brightspace occurs via uSis by registration for a class activity using a class number

## Reading list

Lecture notes, to be downloaded from Brightspace. A hard copy can be purchased at the secretariat of the Mathematical Institute.

## Contact

Dr. Robert-Jan Kooman Contactgegevens docent: Dr. R.J. Kooman

## Remarks

This course is part of the "variation space" of the bachelor study programs Physics and Astronomy