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4 projects, page 1 of 1
  • project . 2022 - 2027
    Funder: UKRI Project Code: NE/W00948X/1
    Funder Contribution: 937,801 GBP
    Partners: Imperial College London, University of Bergen, Scottish Carbon Capture & Storage, BP International Limited, Storegga, NERC British Geological Survey, GT Energy, GFZ German Research, Massachusetts Institute of Technology, USA, Geothermal Engineering Ltd...

    Green-energy transition technologies such as carbon storage, geothermal energy extraction, hydrogen storage, and compressed-air energy storage, all rely to some extent on subsurface injection or extraction of fluids. This process of injection and retrieval is well known...

  • project . 2022 - 2027
    Funder: UKRI Project Code: NE/V01854X/1
    Funder Contribution: 891,416 GBP
    Partners: McGill University, North Pennines AONB Partnership, UNEP, Broads Authority, LSCE-Orme, James Hutton Institute, TCD, Met Office, Lehigh University, SNH...

    Peatlands form in wet environments where the organic matter built up by plants every year is not fully degraded. This means that, over time, partly degraded organic matter accumulates as peat locking away huge quantities of carbon. We call such areas 'carbon sinks' and ...

  • project . 2022 - 2027
    Funder: EC Project Code: 101057361
    Overall Budget: 5,993,220 EURFunder Contribution: 5,993,220 EUR
    Open Access mandate for Publications and Research Data
    Partners: EUROPEAN ASSOCIATION FOR PALLIATIVE CARE, VUB, Jagiellonian University, UBC, Ghent University, STICHTING VUMC, AGE Platform Europe, University of Coimbra, TRINITY COLLEGE DUBLIN, LILT Milano Monza Brianza...

    Background: Most people who have cancer are older people, affecting millions of Europeans each year. Providing high-quality, equitable, and cost-effective care across the continuum of supportive, palliative, end-of-life, and survivorship care for both patients and their...

  • project . 2022 - 2027
    Funder: UKRI Project Code: EP/W007509/1
    Funder Contribution: 2,554,970 GBP
    Partners: Uppsala University, Norwegian Uni of Science and Technology, Texas A & M University, University of Talca, University of Quebec, University of Cologne, University of Leeds

    A fundamental, and often successful, way of studying an abstract mathematical object is to consider methods of representing it in another, more concrete object. This is a powerful idea, and recent progress in algebraic representation theory and related areas has given r...

4 projects, page 1 of 1