School of the Physical Sciences
About this community
The School of the Physical Sciences is one of six Schools making up the academic work of the University. It covers Astronomy, Chemistry, Earth Science, Geography, Materials Science and Metallurgy, Mathematics and Physics. The School’s aim is to contribute to our understanding of the physical world through excellence in observational, theoretical and experimental science and to extend quantitative, qualitative and combined methodologies to address problems in the fields of biology, technology, medicine, social science and the humanities. In pursuit of these goals, the School coordinates objectives in research, teaching, and infrastructure.
Find out more about the School of the Physical Sciences at http://www.physsci.cam.ac.uk/.
Sub-communities within this community
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Cambridge eScience Centre (CeSC)
Part of the Centre for Scientific Computing; aims to coordinate and maintain CamGrid, to enable new scientific advances by using novel computing paradigms, and to develop new generic Grid-based tools -
Department of Applied Mathematics and Theoretical Physics (DAMTP)
Carries out research of world-class excellence in a broad range of subjects across applied mathematics and theoretical physics -
Department of Earth Sciences
Research across the whole spectrum of the Earth Sciences, including the areas of Geophysics, Geochemistry, Mineral Sciences, Petrology, Palaeontology, Vulcanism, Marine Sciences, and Palaeoceanography -
Department of Materials Science and Metallurgy
Includes research in the field of biomedical materials, in parallel with historically strong activities in the development of structural materials and processes, and of device materials
Recent Submissions
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Precision Frontiers in Proton Structure and their Interplay with the Search for New Physics
The landscape in the search for new physics is shifting from dedicated searches to a focus on finding small deviations from the Standard Model (SM) via indirect methods. To this end, there is a need for our knowledge of ... -
Combinatorial Methods in the Representation Theory of the Symmetric Group
The study of the representation theory of the symmetric group can be carried out from a combinatorial point of view, avoiding the machinery of the representation theory of algebraic groups. This approach has the benefit ...
