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0 votes
0 answers
32 views

Poincaré recurrence in a closed universe? [duplicate]

Is it possible that the Poincaré recurrence applies to a closed universe (with a finite spacetime)? If it is, would this mean that a closed universe could eventually reach the same state as its ...
vengaq's user avatar
  • 2,472
2 votes
2 answers
191 views

Must the universe recur, be infinite, or be infinitely divisible?

When I was an undergraduate, I had this thought: Suppose that everything is made of atoms (I mean, pieces which cannot be separated further) and the universe has a finite amount of space. Let $N$ be ...
Konstantinos Gaitanas's user avatar
0 votes
1 answer
1k views

Poincare recurrence time of the Universe

I've read around a bit, and it seems to be universal that the notion of a Poincare recurrence time for the universe exists. And it seems to be debated that the universe can be given an entropy, as it ...
Bob's user avatar
  • 139
3 votes
1 answer
1k views

The fate of Poincaré recurrence with the Big Rip

Recently, there has been a lot of talk in the media about the "Big Rip". It most certainly resulted from the paper by Marcelo M. Disconzi and Thomas W. Kephart where they have figured out a ...
Gibtardo's user avatar
10 votes
4 answers
3k views

Why aren't we Boltzmann brains in an infinite universe?

Either space is finite or it is infinite. a) - If space is infinite in extent, either it is thermal over an infinite volume, or it is in the vacuum state for most of it. If it is thermal, infinity ...
Mad scientist's user avatar
2 votes
1 answer
1k views

Does the heat death of the universe really imply a maximum entropy state *all* of the time? Or most of the time?

Statistically speaking, you're going to still encounter deviations from equilibrium, even though the expected value is equilibrium. But these rare deviations from equilibrium - which are inevitable - ...
InquilineKea's user avatar
  • 3,662