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Sheffield, University of, BSc (Hons), Mathematics

University of Sheffield
 United Kingdom
Year one: applications of probability and statistics; deifferential and deifference equations; foundations of probability and statistics; groups and symetries; mathematics and maple; matrices and geometry; mechanics in action; numbers and proofs; practical calculas; probability and inference; probability, sets and complex numbers; vectors and motion; differential and difference equations; foundations of probability and statistics; groups and symetries; mechanics in action; numbers and proofs; probability and inference; vectors and motion. Year two: advanced calculas; linear mathematics for applications; applied differential equations; continuity and integration; mechanics; methods for differential equations; continuity and integration; mechanics; methods for differential equations; non linear mathematics; numerical linear algebra; probability modelling; rings and groups; statistical modelling; statistical reasoning; statistics core; statistics in society; topics in number theory; vector spaces and fourier theory; vectors and fluids. Year three: practical and applied statistics; project in applied mathematics; advanced operations research; applicable analysis; applied probability; bayesian statistics; chaos; classical control; codes and cryptography; combinations; complex analysis; computational inference; continuum mechanics; differential equations; differential geometry; fields; financial mathematics; fluid mechanics; fractals; Galois theory; graph theory; group project; groups and symmetry; history of mathematics; knots and surfaces; linear models; mathematical methods; medical statistics; metric spaces; milestones in applied mathematics, electromagnetism; milestones in applied mathematics, quantum theory; multivariate data analysis; numerical solution of partial differential equations; operations research; optics and sympletic geometry; optimisation; real and complex analysis; rings and modules; sampling theory and design of experiments; stochastic finance; stochastic processes; time series; topics in mathematical economics; topics in number theory; undergraduate ambassadors scheme in mathematics; waves.

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Location

The University of Sheffield has a fantastic reputation for research. It is part of the elite Russell Group of universities* and makes a significant contribution across many fields every year
The latest Research Excellence Framework (REF 2014) placed the University of Sheffield in the top 10 per cent of all UK universities. 86 per cent of the research submitted was rigorously judged as world leading or internationally excellent.

  • Located in the heart of the UK just 11 km from the Peak District National Park, and two-and-a-half hours from London by train.
  • Sheffield is well served by national road and rail networks and has excellent local transport. The university campus is on the western edge of the city centre and is easy to get to by car, bus and tram.
  • England’s fourth city is famously friendly, excellent for student social life and entertainment.
  • Greenest city in England, with 150 woodlands and 50 parks.