What are the properties of de Sitter space?

In summary, de Sitter space is a theoretical concept that describes a space with no matter or radiation and a positive cosmological constant. It is static and eternal, but does not accurately describe the real universe. The recent discovery of gravitational waves does not have an impact on de Sitter space. While some believe it could be the new "special relativity in the 21st century", it is still a purely theoretical construct and there is debate about its relevance.
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momo666
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I am having a hard time finding information that I can understand on de Sitter space. One main question I have is if it is eternal.

Also, does the recent discovery of gravitational waves have any impact on it? I've seen mentions of de Sitter space in multiverse theories.
 
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1. De Sitter space is a space with no matter or radiation and a positive cosmological constant. This kind of space is static and eternal. It doesn't, however, describe the real universe, as the real universe has matter in it. But it may be a decent approximation of the far future of our universe.
2. The direct detection of gravity waves has no impact on this question.
 
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Is this space purely theoretical? How do we know it exists?
 
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momo666 said:
Is this space purely theoretical? How do we know it exists?
It's a purely theoretical construct.
 
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momo666 said:
Is this space purely theoretical? How do we know it exists?
Well, all space is "purely theoretical". It's a construct that's useful for organizing perceived events.

As for de Sitter spacetime, some people advocate that de Sitter relativity should be the new "special relativity in the 21st century". Whereas Minkowski spacetime used to be regarded as what you get when there's no gravitating matter, the existence of a nonzero cosmological constant suggests that the correct spacetime with "no gravitating matter" is de Sitter, not Minkowski.

YMMV.
 
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Related to What are the properties of de Sitter space?

1. What is de Sitter space?

De Sitter space is a mathematical model of the universe that describes a universe with a positive cosmological constant, meaning that the expansion of the universe is accelerating. It is named after Willem de Sitter, who first proposed this model in 1917.

2. What are the properties of de Sitter space?

The main properties of de Sitter space include its constant positive curvature, which gives it a spherical shape, and its expanding nature. It is also characterized by a horizon, beyond which no information can be obtained, and a time-like singularity at its center.

3. How is de Sitter space different from other models of the universe?

De Sitter space is different from other models of the universe, such as the Friedmann-Lemaitre-Robertson-Walker (FLRW) model, because it assumes a positive cosmological constant, while the FLRW model assumes a zero or negative cosmological constant. This leads to different predictions for the expansion and overall structure of the universe.

4. Can de Sitter space be observed or tested?

De Sitter space is a purely mathematical model and cannot be directly observed. However, the predictions of de Sitter space can be tested through observations and experiments, such as measuring the acceleration of the expansion of the universe and looking for evidence of a positive cosmological constant.

5. What implications does de Sitter space have for our understanding of the universe?

De Sitter space has important implications for our understanding of the universe, particularly in terms of its expansion and the role of dark energy. It also plays a significant role in theories of inflation, which propose that the universe underwent a rapid period of expansion in its early stages. De Sitter space also provides a framework for understanding the ultimate fate of the universe, as it predicts a continued acceleration of expansion.

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