| © CAMBRIDGE UNIVERSITY PRESS 1993
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Chapter Contents
- THE LARGE-SCALE STRUCTURE OF THE
UNIVERSE
- 1.1 Astronomy and cosmology
- 1.2 Our Galaxy
- 1.3 Galaxy types
- 1.4 Radio sources
- 1.5 Quasars
- 1.6 Structures on the largest scale
- 1.7 Coordinates and catalogues of astronomical objects
- 1.8 Expansion of the universe
- 1.9 The radiation backgrounds
- 1.10 Relativistic cosmology
- GENERAL RELATIVITY
- 2.1 Space, time, and gravitation
- 2.2 Vectors and tensors
- 2.3 Covariant differentiation
- 2.4 Riemannian geometry
- 2.5 Spacetime curvature
- 2.6 Geodesics
- 2.7 The principle of equivalence
- 2.8 Action principle and the energy tensors
- 2.9 Gravitational equations
- 2.10 The Schwarzschild solution
- Exercises
- FROM RELATIVITY TO COSMOLOGY
- 3.1 Historical background
- 3.2 The Einstein universe
- 3.3 The expanding universe
- 3.4 Simplifying assumptions of cosmology
- 3.5 The redshift
- 3.6 Apparent magnitude
- 3.7 Hubble's law
- 3.8 Angular size
- 3.9 Source counts
- Exercises
- THE FRIEDMANN MODELS
- 4.1 The Einstein field equations in cosmology
- 4.2 Energy tensors of the universe
- 4.3 The solution of Friedmann's equations
- 4.4 The luminosity distance
- 4.5 Angular size
- 4.6 Source counts
- 4.7 Radiation background from sources
- 4.8 Cosmological models with the -term
- 4.9 Concluding remarks
- Exercises
- RELICS OF THE BIG BANG
- 5.1 The early universe
- 5.2 Thermodynamics of the early universe
- 5.3 Primordial neutrinos
- 5.4 The neutron/proton ratio
- 5.5 The synthesis of helium and other nuclei
- 5.6 The microwave background
- 5.7 Concluding remarks
- Exercises
- THE VERY EARLY UNIVERSE
- 6.1 Cosmology and particle physics
- 6.2 Survival of massive particles
- 6.3 Grand unified theories and baryon asymmetry
- 6.4 Some problems of standard cosmology
- 6.5 The inflationary universe
- 6.6 Primordial black holes
- 6.7 Quantum cosmology
- Exercises
- THE FORMATION OF STRUCTURES IN THE UNIVERSE
- 7.1 A key problem in cosmology
- 7.2 The Jeans mass in the expanding universe
- 7.3 Growth in the postrecombination era
- 7.4 Observational constraints
- 7.5 Inputs from the inflationary phase
- 7.6 The role of dark matter
- 7.7 The nonlinear regime
- Exercises
- ALTERNATIVE COSMOLOGIES
- 8.1 Alternatives to Friedmann cosmologies
- 8.2 The steady state theory
- 8.3 Observable parameters of the steady state theory
- 8.4 PhysicaL and astrophysical considerations
- 8.5 Mach's principle
- 8.6 The Brans-Dicke theory of gravity
- 8.7 CosmologicaL solutions in the Brans-Dicke theory
- 8.8 The Hoyle-Narlikar cosmologies
- 8.9 The gravitational equations of HN theory
- 8.10 The Large Numbers Hypothesis
- 8.11 The two metrics
- 8.12 Cosmological models based on the LNH
- 8.13 Conclusion
- Exercises
- LOCAL OBSERVATIONS OF COSMOLOGICAL SIGNIFICANCE
- 9.1 Introduction
- 9.2 The measurement of Hubble's constant
- 9.3 The anisotropy of local large-scale velocity fields
- 9.4 The distribution and density of matter in our neighbourhood
- 9.5 The age of the universe
- 9.6 The abundance of light nuclei
- 9.7 The evidence for antimatter
- 9.8 The microwave background
- Exercises
- OBSERVATIONS OF DISTANT PARTS OF THE UNIVERSE
- 10.1 The past light cone
- 10.2 The redshift-magnitude relation
- 10.3 Number counts of extragalactic objects
- 10.4 The variation of angular sizes with distance
- 10.5 The surface brightness test
- 10.6 Quasars as probes of history of the universe
- 10.7 The variation of fundamental constants
- Exercises
- A CRITICAL OVERVIEW
- 11.1 Cosmology as a science
- 11.2 The case for standard cosmology
- 11.2 The case for standard cosmology
- 11.3 The case against standard cosmology
- 11.4 The observational uncertainties
- 11.5 Outlook for the future
Table of constants
Glossary of symbols and abbreviations
Bibliography
Index