Dr Frazer Jarvis
School of Mathematical and Physical Sciences
Mathematics Programme Lead
Reader in Pure Mathematics
Full contact details
School of Mathematical and Physical Sciences
J12
Hicks Building
Hounsfield Road
ºù«Ӱҵ
S3 7RH
- Research interests
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Dr Jarvis works in the area of algebraic number theory, an area which uses techniques from algebra, algebraic geometry and classical number theory, amongst others. In particular, he studies the relationship between modular forms, elliptic curves and representations of Galois groups. That this is currently an active area of research is clear from the recent proof of Fermat's Last Theorem by Andrew Wiles; Wiles uses exactly these methods in his proof. Dr Jarvis is particularly interested in generalisations of these ideas (known as the Langlands Philosophy), and even in possible generalisations of Fermat's Last Theorem. For example, one might ask whether the Fermat equation of a given degree (or a similar equation) has solutions in a given field extension of the rationals. Within this speciality, there are a number of possible research topics.
- Publications
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Featured publications
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Books
Journal articles
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- Research group
- Grants
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Past grants, as Principal Investigator
EPSRC
- Teaching activities
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MAS111 Mathematics Core II MAS369 Machine Learning MAS61007 Machine learning
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