Difference between revisions of "Cosmology Notes/draft"

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== What is cosmology ==
 
== What is cosmology ==
The modern consensus on the nature and evolution of the Universe is based on a particular mathematical solution (called the ''Friedman Lemaître Robertson Walker metric'', ) of Einstein's field equations in his theory of General Relativity. General Relativity describes the Universe in terms of masses interacting with and distorting ''spacetime'', a four dimensional mathematical space (a ''Riemannian manifold'') which has the three dimensions of normal ''"Euclidean"'' space, plus one of time. One of the results of considering the Universe in this way is that gravity becomes no more than the linear trajectories of the moving masses in this four dimensional space, rather than a separate, arbitrary force that needs to be separately considered.
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The modern consensus on the nature and evolution of the Universe is based on a particular mathematical solution (called the ''Friedman Lemaître Robertson Walker metric'') of Einstein's field equations in his theory of General Relativity. General Relativity describes the Universe in terms of masses interacting with and distorting ''spacetime'', a four dimensional mathematical space (a ''Riemannian manifold'') which has the three dimensions of normal ''"Euclidean"'' space, plus one of time. One of the results of considering the Universe in this way is that gravity becomes no more than the linear trajectories of the moving masses in this four dimensional space, rather than a separate, arbitrary force that needs to be separately considered.

Revision as of 01:15, 29 September 2011

What is cosmology

The modern consensus on the nature and evolution of the Universe is based on a particular mathematical solution (called the Friedman Lemaître Robertson Walker metric) of Einstein's field equations in his theory of General Relativity. General Relativity describes the Universe in terms of masses interacting with and distorting spacetime, a four dimensional mathematical space (a Riemannian manifold) which has the three dimensions of normal "Euclidean" space, plus one of time. One of the results of considering the Universe in this way is that gravity becomes no more than the linear trajectories of the moving masses in this four dimensional space, rather than a separate, arbitrary force that needs to be separately considered.