Taught course

Particles, Strings and Cosmology

Institution
Durham University · Department of Mathematical Sciences
Qualifications
MSc

Entry requirements

2.1 Honours in either Physics or Mathematics.

Months of entry

October

Course content

From the fundamental constituents that form the building blocks of the universe to the study of the vast structures that populate it, Durham’s MSc in Particles, Strings and Cosmology explores some of the most important questions in science today. Developed and delivered by experts in the field, you will have the opportunity to work with internationally recognised researchers as you explore advanced theories and emerging techniques in these closely related areas. This 12-month taught MSc is an ideal choice if you achieved a good first degree in either physics or a mathematics degree which included modules in quantum mechanics and relativity.

You will receive a thorough training in theoretical high-energy physics through a combination of structured lectures and individual supervision with much of your learning shaped by the research taking place in the Centre for Particle Theory – a combined research group in the mathematics and physics departments that forms one of the largest and most highly regarded particle theory groups in the UK.

The course comprises a series of lecture-based modules covering areas from astroparticle physics to superstring theory. You will also complete a dissertation on a topic of current research, prepared under the guidance of a supervisor with expertise in the specific area.

The MSc is a rigorous course that offers a springboard for a PhD in Theoretical Particle Physics within the Centre for Particle Theory. By the end of the course, we aim to develop highly specialised skills that will equip you with the knowledge to understand advanced theoretical physics, the tools to solve complex problems and the confidence to draw your own conclusions.

Course structure

Core modules:

Elementary Particle Theory I A introduces the areas of quantum field theory (path integrals for quantum mechanics), general relativity, and group theory at an appropriate level for the study of particle physics, string theory and cosmology at MSc.

Elementary Particle Theory I B introduces quantum electrodynamics, particle theory, the standard model, and its interplay with cosmology at an appropriate level for MSc study.

Elementary Particle Theory II A explores the ideas, the mathematical methods and the experimental underpinnings of modern theoretical particle physics in greater depth. You will master a coherent body of knowledge from a selection of; conformal field theory, quantum chromodynamics, astroparticle physics, neutrino physics, renormalisation group, and supersymmetry.

Elementary Particle Theory II B explores the ideas, the mathematical methods and the experimental underpinnings of modern theoretical particle physics in greater depth. You will master a coherent body of knowledge from a selection of; flavour physics, superstring theory, scattering amplitudes, non-perturbative physics, Higgs physics, and cosmology II (advanced topics in cosmology).

The Dissertation, of up to 20,000 words, is a supervised extended report into a current area of research in elementary particle theory. It will develop your skills in creative and critical thinking, your ability to conduct research into a specialist area and present your findings clearly. You can choose to focus your dissertation on either physics or mathematics.

Information for international students

If you are an international student who does not meet the requirements for direct entry to this degree, you may be eligible to take a pre-Masters pathway programme at the Durham University International Study Centre.

Fees and funding

UK students
£12,250
International students
£27,900

For further information see the course listing.

Qualification, course duration and attendance options

  • MSc
    full time
    12 months
    • Campus-based learningis available for this qualification

Course contact details

Name
Department of Mathematical Sciences