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23135 results for: ‘hosted attenborougharts documents pdfs kids guide for art life activism exhibition’

  • Projects

    Previous projects Since its conception in 2016/17, LIAS has responded to the research landscape by offering varied schemes to align with strategic themes and evolving needs.

  • Our laboratories

    Browse our well-equipped archaeological laboratories, which we use for in-house scientific archaeology teaching and research.

  • Summer 2018 workshop

    Explore our minimal surfaces project summer 2018 workshop held at the Technical University of Munich.

  • European Union Politics

    Module code: PL2016 In 1951, Belgium, France, Italy, Luxembourg, the Netherlands and West Germany signed the Treaty of Rome and founded the European Coal and Steel Community.

  • European Union Politics

    Module code: PL2016 In 1951, Belgium, France, Italy, Luxembourg, the Netherlands and West Germany signed the Treaty of Rome and founded the European Coal and Steel Community.

  • European Union Politics

    Module code: PL2016 In 1951, Belgium, France, Italy, Luxembourg, the Netherlands and West Germany signed the Treaty of Rome and founded the European Coal and Steel Community.

  • Publications

    Members of the institute have published in a wide range of peer-reviewed journals, including Nature, Molecular Cell, Angewandte Chemie, JACS, Science Advances, Proceedings of the National Academy of Sciences USA, Nucleic Acids Research, Chemical Science and many others.

  • Highlights from Universitys Richard III ceremony

    A selection of photos from the ceremony on Sunday 22 March to mark the departure of the mortal remains of King Richard III from the University are now available to view.

  • George Oliver

    George Oliver is the founder of 1284.  He is a PR and communications strategy consultant, a former media executive, and a trustee for Leicestershire charities which help people fulfil their potential.

  • Elements of Number Theory

    Module code: MA1104 Elementary Number Theory will provide an introduction into the thinking and reasoning of pure mathematics. Number theory is one of the oldest and most fundamental branches of pure mathematics.

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