Mathematics and Physics
Mathematics and physics have a relationship of exceptional depth. The development of modern physics has been inseparable from the development of mathematical tools, from calculus to group theory to differential geometry, and studying them together reveals connections that neither discipline illuminates alone. At Royal Holloway, University of London, the BSc Mathematics and Physics is a three-year full-time programme that explores this interplay directly, combining core theories and principles from both subjects with the mathematical ideas that bring them together.
The degree includes a sandwich year, a year abroad, and work placement, giving you substantial professional and international experience alongside your academic study.
You will engage with both pure and applied mathematics alongside the major areas of modern physics. In mathematics, this means real and complex analysis, algebra, probability, and the mathematical methods used in physical theories. In physics, you will move from classical mechanics, electromagnetism, and thermodynamics through to quantum mechanics, statistical mechanics, and the physics of particles, fields, and cosmology.
The two subjects illuminate each other continuously: quantum mechanics requires sophisticated linear algebra and complex analysis, general relativity uses differential geometry, and statistical mechanics draws on probability theory and combinatorics in ways that deepen your understanding of both. The sandwich year and year abroad extend your experience beyond the campus environment, developing professional and international perspectives that complement the academic content strongly.
Graduates of combined mathematics and physics programmes have outstanding career prospects across a wide range of sectors. Academic research in both disciplines is a natural destination for many, and the programme provides a strong preparation for doctoral study. Finance and quantitative investment, data science, technology, defence, telecommunications, and the physical sciences industries all recruit from this combination.
The combination of rigorous mathematical training and physical intuition that the degree develops is particularly valued in roles that require modelling complex systems. Work placement experience strengthens graduate employment prospects significantly, and the professional networks built during the sandwich year can be directly valuable in supporting career entry.