Course

Mathematical Physics and Gravity (MAF900)

The course include important topics from mathematics and theoretical physics, e.g., groups and symmetries, differential geometry, path-integrals and gauge theory.


Dette er emnebeskrivelsen for studieåret 2016-2017. Merk at det kan komme endringer.

See course description and exam/assesment information for this semester (2024-2025)

Semesters

Fakta

Emnekode

MAF900

Vekting (stp)

10

Semester undervisningsstart

Autumn

Undervisningsspråk

English

Antall semestre

1

Vurderingssemester

Autumn

Content

The course includes the following topics:

Mathematics: Lie groups / algebras, group effects, subjects from differential geometry (among others Differential Forms, orthogonal frames), fiber bundles, tangent bundles, connections.

Physics: Road integrals, generating functionals and perturbasjonsrekken, effective potentials, non-abelian gaugeteorier (Yang-Mills), symmetry breaking, the Higgs mechanism and anomalies.

Learning outcome

After completing the course the student should have knowledge of key aspects of mathematical methods and concepts in mathematical and theoretical physics. This includes group and symmetry term, and differential geometry with applications.

Forkunnskapskrav

Ingen

Anbefalte forkunnskaper

General mathematics knowledge at masters level

Exam

Form of assessment Weight Duration Marks Aid Exam system Withdrawal deadline Exam date
Oral exam 1/1 Passed / Not Passed None permitted 09.11.2016


Fagperson(er)

Head of Department:

Bjørn Henrik Auestad

Course teacher:

Eirik Eik Svanes

Course coordinator:

Sigbjørn Hervik

Course teacher:

Alex Bentley Nielsen

Course teacher:

Riccardo Buscicchio

Method of work

5 hours of lectures and exercises per week. If few students the course may be arranged as self study.

Åpent for

Doctoral programme in Information Technology, Physics and MathematicsTechnology and Natural Science - PhD programme

Emneevaluering

Form and/or discussion

Litteratur

M Nakahara: Geometry, Topology and Physics.

M. E. Peskin og D. V Scroeder: "An Introduction to Quantum Field Theory"

The course description is retrieved from FS (Felles studentsystem). Version 1