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Jude
https://le.ac.uk/study/citizens/jude
Learn more about Jude, one of our 'Citizens in the making' at Leicester.
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Natasha
https://le.ac.uk/study/citizens/natasha
Learn more about Natasha, one of our 'Citizens in the making' at Leicester.
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Financial Trading
https://le.ac.uk/modules/2026/af3012
Module code: AF3012 In this module you will evaluate the properties and features of the major financial market structures and how different market mechanisms and order types affect the order flow and the state of the order book.
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Explore Leicester
https://le.ac.uk/cehs/conference2025/explore-leicester
Leicester page for CEHS 2025 conference
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Equations of Mathematical Physics
https://le.ac.uk/modules/2026/ma4002
Module code:MA4002 This module will develop your understanding of partial differential equations, their classifications, solutions and applications. We will take a more in-depth look at Fourier series and some special functions in solving partial differential equations.
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People
https://le.ac.uk/arts/people
Meet the School of Arts team at the University of Leicester. Find ways to get in touch with our staff working in the department of English, the department of Modern Languages, or the department of History of Art and Film.
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Contact us
https://le.ac.uk/physics/about/contact-us
Get in touch with the Department of Physics and Astronomy at the University of Leicester. Contact us by email and telephone and connect with us on social media.
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Shahzad
https://le.ac.uk/study/citizens/shahzad
Learn more about Shahzad, one of our 'Citizens in the making' at Leicester.
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The Artist in Medieval England
https://le.ac.uk/modules/2024/ha2020
Module code: HA2020 This optional module investigates the identity, status and working methods of the artist in medieval England. The period covered will extend from the early Anglo-Saxon period right up to the arrival of artists such as Van Dyck at the Stuart court.
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Equations of Mathematical Physics
https://le.ac.uk/modules/2025/ma4002
Module code:MA4002 This module will develop your understanding of partial differential equations, their classifications, solutions and applications. We will take a more in-depth look at Fourier series and some special functions in solving partial differential equations.