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MSci Computer Science and Mathematics

University of Exeter ยท England ยท MSCI-COMPUTER-SCIENCE-AND-MATHEMATICS

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MSci Computer Science and Mathematics is a Postgraduate taught degree at University of Exeter, England, typically 4 years of full-time study. It covers areas like computational mathematics, machine learning, differential equations, computing, distributed systems, computational biology. The summary below is compiled from public course information โ€” approximate, not official.

University
University of Exeter
Level
Postgraduate taught
Duration
4 years

What you'll study in MSci Computer Science and Mathematics

computational-mathematicsdifferential-equationsmachine-learningcomputational-biologyfluid-mechanicscomputer-visioncomputingdistributed-systemscalculuscomputational-linguisticssoftware-fundamentalsdata-structuresimage-processingdiscrete-mathematics

Example subjects: Functional Programming, Data Science at Scale, Computer Vision, Deep Learning, Digital Twins and Simulation, Computers and the Internet, Data Structures and Algorithms, Database Theory and Design, Artificial Intelligence and Applications, Enterprise Computing, Computability and Complexity, Algorithms that Changed the World.

Frequently asked questions

How long is MSci Computer Science and Mathematics?

MSci Computer Science and Mathematics at University of Exeter is typically 4 years of full-time study. Approximate โ€” confirm with the university.

What will I study in MSci Computer Science and Mathematics?

MSci Computer Science and Mathematics covers areas like computational-mathematics, differential-equations, machine-learning, computational-biology, fluid-mechanics, computer-vision, computing, distributed-systems.

Who offers MSci Computer Science and Mathematics?

MSci Computer Science and Mathematics is offered by University of Exeter, England.

Considering MSci Computer Science and Mathematics?

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Sources: University of Exeter official course page. Information is compiled and summarised โ€” not copied verbatim โ€” and is approximate; always confirm with the original source.

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