Mathematics – Mathematical Physics
Scientific paper
Oct 2009
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2009suem.book.....b&link_type=abstract
Structures in the Universe by Exact Methods: Formation, Evolution, Interactions, by K. Bolejko, A. Krasiński, C. Hellaby, and M.
Mathematics
Mathematical Physics
9
Scientific paper
As the structures in our Universe are mapped out on ever larger scales, and with increasing detail, the use of inhomogeneous models is becoming an essential tool for analyzing and understanding them. This book reviews a number of important developments in the application of inhomogeneous solutions of Einstein's field equations to cosmology. It shows how inhomogeneous models can be employed to study the evolution of structures such as galaxy clusters and galaxies with central black holes, and to account for cosmological observations like supernovae dimming, the cosmic microwave background, baryon acoustic oscillations or the dependence of the Hubble parameter on redshift within classical general relativity. Whatever 'dark matter' and 'dark energy' turn out to be, inhomogeneities exist on many scales and need to be investigated with all appropriate methods. This book is of great value to all astrophysicists and researchers working in cosmology, from graduate students to academic researchers.
- Presents inhomogeneous cosmological models, allowing readers to familiarise themselves with basic properties of these models
- Shows how inhomogeneous models can be used to analyse cosmological observations such as supernovae, cosmic microwave background, and baryon acoustic oscillations
- Reviews important developments in the application of inhomogeneous solutions of Einstein's field equations to cosmology
Bolejko Krzysztof
Celerier Marie-Noelle
Hellaby Charles
Krasinski Andrzej
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