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  • English and French Law LLB, Maîtrise

    Study English and French Law and graduate with a qualifying LLB and a Maîtrise en droit. This billingual course is run jointly by the University of Leicester and the University of Strasbourg.

  • Law LLB

    Leicester Law School’s LLB gives you the freedom to explore the areas of law that most interest you. View our entry requirements.

  • People

    Meet the team who work in the department of Respiratory Sciences (formerly Infection, Immunity and Inflammation). Find out ways to get in touch and where staff are based.

  • What is a research degree?

    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.

  • Branding and Communications

    Module code: MN7585  Module Outline This module combines two very popular concepts within marketing studies. In fact, the subject of branding and communications is probably the most popular marketing subject amongst students, practitioners and the public at large today.

  • Effective Pedagogy and Assessment

    Module codes: ED7140, ED7141 This option aims to complement and build on your teaching experience, embedding what you have learned and making connections between pedagogical theory and practice in an explicit way.

  • Effective Pedagogy and Assessment

    Module codes: ED7612, ED7613 This option aims to complement and build on your teaching experience, embedding what you have learned and making connections between pedagogical theory and practice in an explicit way.

  • Groups and Symmetry

    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.

  • 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.

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