This integrated degree is ideal for students who want to master both mathematics and physics, combining rigorous theoretical training with practical applications. You’ll study advanced mathematical methods alongside core physics modules, preparing you for research, industry, or further academic progression.
Curriculum Structure
Year 1
Your first year builds a strong foundation in both subjects. You’ll study Relativity, Classical Mechanics and Laboratories, and Classical and Quantum Waves in physics, while mathematics modules include Foundations and Calculus, Mathematical Programming and Skills, and Multivariable Calculus and Matrices. Together, these courses consolidate your existing knowledge and prepare you for advanced study.
Year 2
In the second year, you’ll deepen your understanding of fundamental laws and mathematical techniques. Physics modules include Thermodynamics and Electromagnetism, Statistical and Solid State Physics, and Quantum, Atomic, Nuclear and Particle Physics. Mathematics courses such as Vector and Complex Calculus and Quantum and Continuum Dynamics provide the analytical tools to tackle increasingly complex problems.
Year 3
Year three introduces advanced concepts and offers flexibility through option modules. You’ll choose six modules from areas such as Plasma Physics and Fusion, Relativity and Cosmology, Medical Physics, Quantum Science and Technologies, Partial Differential Equations, Cryptography, and Numerical Analysis. This allows you to tailor your degree to your interests, whether in theoretical physics, applied mathematics, or interdisciplinary fields.
Year 4
Your final year focuses on research and specialisation. You’ll undertake either the MPhys Research Project and Skills or the Extended Independent Project in Mathematics, conducting original research under academic supervision. Projects have included laser spectroscopy of exotic nuclei, construction of advanced microscopes, and mathematical modelling of complex systems. Alongside this, you’ll select advanced modules such as General Relativity, Scientific Supercomputing, Advanced Quantum Mechanics, or Mathematical Ecology, applying your knowledge to cutting-edge topics.
Focus Areas
Mathematical modelling, theoretical physics, quantum mechanics, relativity, computational methods, applied mathematics.
Learning Outcomes
Graduates will be able to apply advanced mathematical and physical theories to complex problems, conduct independent research, and communicate scientific ideas effectively across disciplines.
Professional Alignment (Accreditation)
Reputation (Employability Rankings)
Students on York’s MMath/MPhys Mathematics and Physics program gain practical skills through a unique blend of advanced mathematics and experimental physics. From the very beginning, you’ll be working in laboratories, tackling computational projects, and engaging with research-led teaching that mirrors professional practice. The program is designed to ensure you graduate with not only theoretical knowledge but also hands-on experience using specialist facilities, digital tools, and collaborative projects.
Here’s how experiential learning is embedded into your degree:
Graduates of York’s MMath/MPhys Mathematics and Physics are highly versatile, combining advanced analytical skills with practical problem-solving ability. Many progress into roles such as research scientist, data analyst, financial modeller, or software developer, while others enter industries like engineering, technology, and education. This dual accreditation degree ensures you are prepared for both academic and professional pathways:
Further Academic Progression:
After completing the MMath/MPhys, students can continue into PhD research in mathematics, physics, or interdisciplinary fields at York or other leading institutions worldwide. The program’s strong research foundation also supports progression into areas such as computational physics, mathematical modelling, quantum technologies, or data science, ensuring graduates remain at the forefront of scientific and technological innovation.



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