MSc Mathematics 12 months Postgraduate Program By University of Exeter |Top Universities
Subject Ranking

# 151-200QS Subject Rankings

Program Duration

12 monthsProgram duration

Main Subject Area

MathematicsMain Subject Area

Program overview

Main Subject

Mathematics

Degree

MSc

Study Level

Masters

Study Mode

On Campus

MSc Mathematics Overview
  • Gain a thorough grounding in mathematics and benefit from our academic expertise in the latest developments in the subject
  • Explore a specialist area of study as you conduct a substantial project in an area that interests you
  • Study a range topics including dynamical systems, mathematical biology, weather and climate modelling, probability and stochastics, mathematical analysis, and number theory
  • Graduate with a wide range of career opportunities which could involve mathematical reasoning, modelling and computational analysis and benefit from our links with the insurance industry and weather services
  • You can progress your studies to PhD level, as this Masters covers both fundamental and specialist advanced mathematics.


To learn more about modules, assessment methods, facilities and our staff research expertise please visit our course page.

Program overview

Main Subject

Mathematics

Degree

MSc

Study Level

Masters

Study Mode

On Campus

MSc Mathematics Overview
  • Gain a thorough grounding in mathematics and benefit from our academic expertise in the latest developments in the subject
  • Explore a specialist area of study as you conduct a substantial project in an area that interests you
  • Study a range topics including dynamical systems, mathematical biology, weather and climate modelling, probability and stochastics, mathematical analysis, and number theory
  • Graduate with a wide range of career opportunities which could involve mathematical reasoning, modelling and computational analysis and benefit from our links with the insurance industry and weather services
  • You can progress your studies to PhD level, as this Masters covers both fundamental and specialist advanced mathematics.


To learn more about modules, assessment methods, facilities and our staff research expertise please visit our course page.

Admission Requirements

For full details about our entry requirements, including English language requirements and international equivalencies, please visit our course page. 

1 Year
Sep

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