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International postgraduate students
https://le.ac.uk/geology/study/research-degrees/international-postgraduate
Geology at the University of Leicester has a thriving community of graduate students from the UK and overseas. If you are an international student considering campus-based graduate courses in Geology, find out more about our research degrees and how to apply.
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Third year fieldwork
https://le.ac.uk/geology/study/undergraduate/fieldwork/third-year
Find out about the exciting fieldwork you'll undertake during your third year studying with us. You will undertake an independent field-based project, which is is an exercise in practical, deductive geology and forms an important part of your degree.
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Applying to Leicester
https://le.ac.uk/law/study/undergraduate/international/canadian-applicants/applying
Canadian applicants applying to Leicester
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Advanced Research Project
https://le.ac.uk/modules/2027/pa4900
Module code: PA4900 This module gives you an opportunity to take part in real scientific investigation, tackling open research questions under the guidance of a member of academic staff.
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What is a research degree?
https://le.ac.uk/study/research-degrees/what-they-are
Research degrees are the highest level of degree usually awarded by UK universities. Find out about the different types of research degrees available at Leicester.
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What is KIS?
https://le.ac.uk/study/undergraduates/kis
Key Information Sets (KIS) are provided by Unistats – the official website that allows you to search and compare courses from UK universities.
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Italian Language (Advanced)
https://le.ac.uk/modules/2026/it1010
Module code: IT1010 (double module) Language study will be based on an integrated communicative approach and will be placed in a context that relates to contemporary life, society and culture in Italy.
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Chinese Language (Beginners)
https://le.ac.uk/modules/2026/ml1025
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Chinese Language Post-Beginners
https://le.ac.uk/modules/2026/ml2025
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Groups and Symmetry
https://le.ac.uk/modules/2026/ma3131
Module code: MA3131 Groups measure symmetry in the same way as numbers measure size. This is most evident in the study of symmetry in 2- and 3-dimensional geometric figures.