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Relativistic cosmology
Authors: --- ---
ISBN: 9780521381154 0521381150 9781139014403 1139014404 9781139223591 1139223593 128087757X 9781280877575 9781139220163 1139220160 9781139217064 1139217062 9781139217064 1107223989 9781107223981 1139635727 9781139635721 9786613718884 6613718882 1139221884 9781139221887 1139213997 9781139213998 9781108812764 Year: 2012 Publisher: Cambridge : Cambridge University Press,

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Abstract

Cosmology has been transformed by dramatic progress in high-precision observations and theoretical modelling. This book surveys key developments and open issues for graduate students and researchers. Using a relativistic geometric approach, it focuses on the general concepts and relations that underpin the standard model of the Universe. Part I covers foundations of relativistic cosmology whilst Part II develops the dynamical and observational relations for all models of the Universe based on general relativity. Part III focuses on the standard model of cosmology, including inflation, dark matter, dark energy, perturbation theory, the cosmic microwave background, structure formation and gravitational lensing. It also examines modified gravity and inhomogeneity as possible alternatives to dark energy. Anisotropic and inhomogeneous models are described in Part IV, and Part V reviews deeper issues, such as quantum cosmology, the start of the universe and the multiverse proposal. Colour versions of some figures are available at www.cambridge.org/9780521381154.

Algebraic theory of differential equations
Authors: --- ---
ISBN: 9780521720083 0521720087 9780511721564 9781107363052 1107363055 9780511893834 0511893833 1139886797 9781139886796 1107367964 9781107367968 1107372496 9781107372498 1107365503 9781107365506 0511721560 129940555X Year: 2009 Publisher: Cambridge : Cambridge University Press,

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Abstract

Integration of differential equations is a central problem in mathematics and several approaches have been developed by studying analytic, algebraic, and algorithmic aspects of the subject. One of these is Differential Galois Theory, developed by Kolchin and his school, and another originates from the Soliton Theory and Inverse Spectral Transform method, which was born in the works of Kruskal, Zabusky, Gardner, Green and Miura. Many other approaches have also been developed, but there has so far been no intersection between them. This unique introduction to the subject finally brings them together, with the aim of initiating interaction and collaboration between these various mathematical communities. The collection includes a LMS Invited Lecture Course by Michael F. Singer, together with some shorter lecture courses and review articles, all based upon a mini-programme held at the International Centre for Mathematical Sciences (ICMS) in Edinburgh.

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