Difference between revisions of "Category:Horizons"

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In this chapter we assemble the problems that concern one of the most distinctive features of General Relativity and Cosmology --- the horizons. The first part gives an elementary introduction into the concept in the cosmological context, following and borrowing heavily from the most comprehensible text by E. Harrison <ref name=Harrison />. Then we move to more formal exposition of the subject, making use of the seminal works of W. Rindler \cite{Rindler} and G.F.R. Ellis, T. Rothman \cite{Ellis}. The third section elevates the rigor one more step and explores the causal structure of different simple cosmological models in terms of conformal diagrams, following mostly the efficient approach of V. Mukhanov \cite{Muchanov}. The following sections focus on more specific topics, such as the various problems regarding the Hubble sphere, more realistic composite models (including $\Lambda$CDM), and inflation. The section on black holes relates the general scheme of constructing conformal diagrams for stationary black hole spacetimes, following mostly the excellent textbook of K. Bronnikov and S. Rubin \cite{BrRubin}.
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In this chapter we assemble the problems that concern one of the most distinctive features of General Relativity and Cosmology --- the horizons. The first part gives an elementary introduction into the concept in the cosmological context, following and borrowing heavily from the most comprehensible text by E. Harrison <ref name=Harrison />. Then we move to more formal exposition of the subject, making use of the seminal works of W. Rindler<ref name=Rindler /> and G.F.R. Ellis, T. Rothman<ref name=Ellis />. The third section elevates the rigor one more step and explores the causal structure of different simple cosmological models in terms of conformal diagrams, following mostly the efficient approach of V. Mukhanov<ref name=Muchanov />. The following sections focus on more specific topics, such as the various problems regarding the Hubble sphere, more realistic composite models (including $\Lambda$CDM), and inflation. The section on black holes relates the general scheme of constructing conformal diagrams for stationary black hole spacetimes, following mostly the excellent textbook of K. Bronnikov and S. Rubin<ref name=BrRubin />.
  
 
==References==
 
==References==

Revision as of 15:40, 25 September 2013

In this chapter we assemble the problems that concern one of the most distinctive features of General Relativity and Cosmology --- the horizons. The first part gives an elementary introduction into the concept in the cosmological context, following and borrowing heavily from the most comprehensible text by E. Harrison [1]. Then we move to more formal exposition of the subject, making use of the seminal works of W. Rindler[2] and G.F.R. Ellis, T. Rothman[3]. The third section elevates the rigor one more step and explores the causal structure of different simple cosmological models in terms of conformal diagrams, following mostly the efficient approach of V. Mukhanov[4]. The following sections focus on more specific topics, such as the various problems regarding the Hubble sphere, more realistic composite models (including $\Lambda$CDM), and inflation. The section on black holes relates the general scheme of constructing conformal diagrams for stationary black hole spacetimes, following mostly the excellent textbook of K. Bronnikov and S. Rubin[5].

References

Template:Reflist
  1. Cite error: Invalid <ref> tag; no text was provided for refs named Harrison
  2. Cite error: Invalid <ref> tag; no text was provided for refs named Rindler
  3. Cite error: Invalid <ref> tag; no text was provided for refs named Ellis
  4. Cite error: Invalid <ref> tag; no text was provided for refs named Muchanov
  5. Cite error: Invalid <ref> tag; no text was provided for refs named BrRubin

Pages in category "Horizons"

The following 9 pages are in this category, out of 9 total.