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  • Differential Geometry

    Module code: MA4152 Geometry is one of the oldest scientific disciplines. An understanding of the shape and size of objects has been, and continues to be, fundamental for advances in technologies and civilisation.

  • Sparkenhoe School Direct

    Find out more about Sparkenhoe Community Primary School, which works in partnership with the University of Leicester to deliver our School Direct Primary PGCE.

  • Breast cancer relapse could be found two years earlier

    Breast cancer detection Illustration of a breast cancer tumour 650|Research suggests a simple blood test may hold the key to detecting breast cancer relapse.

  • Researchers launch hunt to find the most accurate physical activity tracker

    Researchers from the Diabetes Research Centre have launched a hunt to find the most accurate physical activity tracker. Fitbit, Jawbone, Garmin, Polar Loop and some cheaper devices are all going head-to-head in the study.

  • Study Abroad Unit

    The Study Abroad unit is part of the Centre for International Training and Education (CITE). It is responsible for student and staff exchanges and study abroad links with universities worldwide.

  • Marketing Theory

    Module code: MK3163 The widespread misconception that has been heavily marketed is that marketing is only about sales and advertising. Modern marketing plays a crucial role in shaping and influencing the economy, society, politics, and culture.

  • End of year transcript

    ordering end of year transcripts

  • Squaring the Circle and Irreducible Polynomials

    Module code: MA3101 This module studies the irreducibility of polynomials and how irreducible polynomials are used to construct fields.

  • Squaring the Circle and Irreducible Polynomials

    Module code: MA4103 This module studies the irreducibility of polynomials and how irreducible polynomials are used to construct fields.

  • Squaring the Circle and Irreducible Polynomials

    Module code: MA3101 This module studies the irreducibility of polynomials and how irreducible polynomials are used to construct fields.

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