Fundamental Physics and Observational Cosmology

Lead Research Organisation: University of Cambridge
Department Name: Applied Maths and Theoretical Physics

Abstract

We aim to advance the confrontation between observational cosmology and fundamental physics by developing testable signatures of early universe theories which are of direct relevance to STFC-supported satellite and other experiments, such as Planck and Clover. This work entails making detailed quantitative observational predictions which can be used to distinguish between different inflation models, as well as those involving cosmic superstrings and textures. In particular, we wish to study cosmologies emerging from higher dimensional models in fundamental theory, and discover ways in which to differentiate these from conventional four-dimensional models. We will also use data from the late universe to develop probes of the cosmological constant, dark energy and the variation of the fundamental constants of nature. In addition, we will embark on a new project in gravitational physics, studying the existence, formation and consequences of black holes. We will consider the distinctive signatures of extra dimensions which the experimental study of black holes may be able to uncover.

Publications

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Renaux-Petel S (2011) Orthogonal non-Gaussianities from Dirac-Born-Infeld Galileon inflation in Classical and Quantum Gravity

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Durkee M (2009) Geodesics and symmetries of doubly spinning black rings in Classical and Quantum Gravity

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Anderson E (2008) Foundations of relational particle dynamics in Classical and Quantum Gravity

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Anderson E (2009) Triangleland: I. Classical dynamics with exchange of relative angular momentum in Classical and Quantum Gravity

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Anderson E (2010) Relational motivation for conformal operator ordering in quantum cosmology in Classical and Quantum Gravity

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Deadman E (2009) Numerical relativity and asymptotic flatness in Classical and Quantum Gravity

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Godazgar M (2010) Spinor classification of the Weyl tensor in five dimensions in Classical and Quantum Gravity

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Gibbons G (2011) The geometry of sound rays in a wind in Contemporary Physics