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- project . 2013 - 2019Funder: UKRI Project Code: NE/L000318/1Funder Contribution: 620,481 GBPPartners: Inst Radiation and Nuclear Safety IRSN, Belgian Nuclear Research Centre SCK CEN, Norwegian University of Life Sciences (NMBU), Faculty of Biosciences, PHE, Marine Ecology Rese Institute (Japan), DSA, CIT, Nat Uni of Life & Env Sci Ukraine NUBiP, McMaster University, NERC Centre for Ecology and Hydrology
For all sources of radioactivity, radiological risk assessments are essential for safeguarding human and environmental health. But assessments often have to rely upon simplistic assumptions, such as the use of simple ratios in risk calculations which combine many proces...
- project . 2013 - 2019Funder: NIH Project Code: 5R01AA022460-05Partners: UBC
- project . 2013 - 2019Funder: UKRI Project Code: NE/K010875/1Funder Contribution: 2,188,100 GBPPartners: Hadley Centre, Duke University, Scottish Ocean Explorer Centre, NOC, Massachusetts Institute of Technology, USA, MSS, DECC, UH, Marine Climate Change Impacts Part MCCIP, MUN...
UK-OSNAP: Summary What is climate? The sun's energy is constantly heating the Earth in equatorial regions, while in the Arctic and Antarctic the Earth is frozen and constantly losing heat. Ocean currents and atmospheric weather together move heat from the equator toward...
- project . 2013 - 2019Funder: UKRI Project Code: EP/K030957/1Funder Contribution: 4,501,050 GBPPartners: NTU, PepsiCo, Nestle SA, Premier Foods Group Ltd, AB Sugar (British Sugar Group), CARGILL, 2 Sisters Food Group, McCain Foods Ltd, Mars UK Ltd
Centre vision: The EPSRC Centre for Innovative Food Manufacturing will meet the challenges of UK and global food security through developing world-leading technologies, tools and leaders, tailored to the specific needs of food products. With a turnover of £76.2bn ...
- project . 2013 - 2019Funder: UKRI Project Code: EP/K034383/1Funder Contribution: 2,246,110 GBPPartners: Abdus Salam ICTP, University of Rome, AIM, University of Warwick, University of Waterloo (Canada)
L-functions and modular forms are fundamental mathematical objects that encode much of our knowledge of contemporary number theory. They form part of a web of interconnected objects, the understanding of which in the most basic cases lies at the foundations of much of m...