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MSci Applied Mathematics and Physics

Queen's University Belfast

Institution
Queen's University Belfast
Level
undergraduate
Subject
Applied Mathematics and Physics
Duration
4 years
UCAS code
GFC3
Typical offer
A-level AAA, IB 36

Entry requirements

A level: AAA (Mathematics and Physics) OR A* (Mathematics) AB (Physics) IB: 36 points overall including 6 6 6 at Higher Level including Mathematics and Physics.

About this course

MSci in Physics and Mathematics. Core topics include Programming, Microelectronics, Data Analysis, Statistics, Mathematical Modelling, and Research Methods. Students can undertake optional employability modules supporting career preparation and placement opportunities.

Modules

  • Foundation Physics
  • Scientific Skills
  • Introduction to Algebra and Analysis
  • Mathematical Methods 1
  • Quantum & Statistical Physics
  • Electricity, Magnetism and Optics
  • Linear Algebra
  • Mathematical Methods 2
  • Physics of the Solid State
  • Astrophysics I
  • Atomic and Nuclear Physics
  • Employability for Mathematics
  • Employability for Physics
  • Analysis
  • Classical Mechanics
  • Metric Spaces
  • Group Theory
  • Investigations
  • Quantum Mechanics and Relativity
  • Professional Skills
  • Computational Projects
  • Numerical Analysis
  • Quantum Theory
  • Modelling and Simulation
  • Advanced Solid State Physics
  • Astrophysics II
  • Advanced Electromagnetism and Optics
  • Nuclear and Particle Physics
  • Physics in Medicine
  • Measure and Integration
  • Algebra
  • Dynamical Systems
  • Financial Mathematics
  • Topological Data Analysis
  • Geometry of Optimisation
  • Project
  • Physics Research Project
  • Ionising Radiation in Medicine
  • Medical Radiation Simulation
  • Planetary Systems
  • High Energy Astrophysics
  • Laser Physics
  • Plasma Physics
  • Physics of Materials Characterisation
  • The Physics of Nanomaterials
  • Cosmology
  • Topology
  • Information Theory and Biodiversity
  • Practical Methods for Partial Differential Equations
  • Advanced Quantum Theory
  • Topological Data Analysis
  • Geometry of Optimisation
  • Applied Algebra and Cryptography
  • Mathematical Methods for Quantum Information Processing
  • Functional Analysis
  • Fourier Analysis and Applications to PDEs