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  • Light Microscopy Laboratory

    The School of Archaeology and Ancient History's dedicated suite of Carl Zeiss light microscopes, which can be used for undertaking research on archaeological materials, environmental samples, artefacts and for a wide variety of applications.

  • Software Engineering BSc

    At the highest levels, software drives almost every industry. By combining technical programming expertise with real-world experience, you’ll discover how to shape the way people interact with technology.

  • Room types

    From single bedrooms to one-bedroom flats, there are lots of different room types in our halls. Find out more, including information on adapted rooms for disabled students.

  • Resources

    Take a look at the resources available for students in higher education on mircobial genomes, all with descriptions and links.

  • 1st December 2014 Sol 825

    Posted by jbridges in Mars Science Laboratory Blog on December 1, 2014 This NavCam image shows a dusty view of Mt Sharp and its layers.  It is a sign that we are very close to summer solstice again.

  • Media and Public Relations MA

    This is for you if... you want to gain a critical understanding of the practices and outcomes of public relations within the context of rapidly changing media environments.

  • Media and Public Relations MA

    This is for you if... you want to gain a critical understanding of the practices and outcomes of public relations within the context of rapidly changing media environments.

  • Media and Public Relations MA, by distance learning

    This is for you if... you want the flexibility of studying by distance learning whilst gaining a critical understanding of the practices and outcomes of public relations within the context of rapidly changing media environments.

  • Foodborne disease

    Food-borne infections are a direct cause of mortality, but can also increase susceptibility to other communicable and non-communicable diseases.

  • 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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