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Equations of Mathematical Physics
https://le.ac.uk/modules/2024/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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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.
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Explore Leicester
https://le.ac.uk/cehs/conference2025/explore-leicester
Leicester page for CEHS 2025 conference
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Executive education programmes
https://le.ac.uk/school-of-business/working-with-business/executive-education-programmes
Professional development will reinvigorate your workforce, lead to more creative and effective working and create the right conditions for your business to succeed and grow.
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Contact us
https://le.ac.uk/media/about/contact
Get in touch with Media and Communication at the University of Leicester. Contact us by email and telephone, and connect with us on social media.
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Space for Growth breakfast event
https://le.ac.uk/news/2018/november/01-space-to-grow
Join us for breakfast on Tuesday 6 November, and discover Leicester and Leicestershire’s future space opportunities.
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Past events
https://le.ac.uk/joe-orton/about/past-events
A myriad of events and celebrations took place around the Joe Orton: 50 Years On project. Learn more about the events.
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Support for Leicester City of Sanctuary
https://le.ac.uk/news/2018/june/support-for-leicester-city-of-sanctuary
Representatives from the University received a comprehensive insight into the wide-ranging work of Leicester City of Sanctuary during a visit to a Sanctuary drop-in centre.
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The 2D Problem
https://le.ac.uk/cse/research/facilities/hercules/case-studies/the-2d-problem
The 2D Problem Limitation of 2D The diagram below the cross section of several 3D-shapes.
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Nominations Committee
https://le.ac.uk/about/who-we-are/governance/committees/council/nominations
See the Nominations Committee's terms of reference and membership, including details of their role, responsibilities, reporting hierarchy and meetings.