University of Sheffield
University of Sheffield
Do you enjoy studying maths and want to find out more about the history and applications of number theory? Join us for this virtual maths taster session where you’ll experience life as a student studying mathematics at university in a lecture led by Dr Kurinczuk! at University of Sheffield

Maths and Statistics Taster Session - Exploring Number Theory

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Short Session  Delivered online

Do you enjoy studying maths and want to find out more about the history and applications of number theory? Join us for this virtual maths taster session where you’ll experience life as a student studying mathematics at university in a lecture led by Dr Kurinczuk!
Suitable for
Events for individuals (enquiry not required to be through a school)

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Full event details

In this virtual session we will take a whistle-stop tour and rediscover some beautiful results from Number Theory from the last centuries, understand a little of their applications to cryptography, and finish with some modern number theory. Coined by Gauss ‘the queen of mathematics’, Number Theory has a rich history dating back thousands of years. Considered one of the purest forms of pure mathematics, what would have surprised Gauss is how a few of these results of Fermat, Euler and others would prove fundamental in applications in modern cryptography.

There will also be a chance for you to find out more about being a maths student at The University of Sheffield, and where a degree in maths can take you. You will hear from some of our current students who will all be on hand to answer any questions you might have about studying maths at university.

Schedule:
Please note that this is an approximate schedule and therefore is subject to change.
4.00pm - 4.05pm - Log in and get comfortable
4.05pm - 4.15pm - Welcome and introductions to the University
4.15pm - 5.15pm - Number theory lecture with Dr Robert Kurinczuk
5.15pm - 5.30pm - 'Being a maths student' – Q&A
5.30pm - 5.35pm - Closing remarks

Suitable for
Events for individuals (enquiry not required to be through a school)
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