They don't thin or cease - their distribution is uniform in some average sense. But the time scale is much, much, much, much longer than trillions of years.
Don't you find a cosmological theory a little peculiar that has time with a beginning but then time continuing on for eternity?
Can you not envision some way around that problem or perhaps something like this: the laws of thermodynamics operate within a brane in Steinhardt's model but do not operate in the "bulk" (as he calls it)?
Yes, that particular combination of unlikely possibilities would be odd. But as I keep telling you, the concordance model of cosmology says precisely nothing about whether time began at the big bang, just as it says precisely nothing about whether or not the possibility I just outlined for the future is accurate. We simply don't know, because neither theory nor observation suffices to determine that.
The laws of thermodynamics follow from statistics. All you need are more than one or two degrees of freedom. So it's very hard to see how they could be violated in a model for the entire universe.
OK, but are there not some variations or versions of big bang cosmology that have time beginning or time emerging out of a space dimension? If time were to continue eternally, in one of those scenarios, we would have a strange unsymmetrical theory of time.
Could it not be that a brane collision causes a massive decrease in entropy along with the creation of energy and matter in the cyclic model? This is merely a naive speculative question, not a claim.
No. Collisions never decrease entropy - that's the whole point of it. Entropy is nothing more than probability - it increases because probable things happen much more often than improbable things. Collisions involve lots and lots of stuff, and the more stuff there is, the more absurdly unlikely it is that entropy will decrease.
Could it not be that a brane collision causes a massive decrease in entropy along with the creation of energy and matter in the cyclic model? This is merely a naive speculative question, not a claim.
And how would you deal with entropy in this meta-brane full of brane and anti-brane collisions?OK, I don't want to be misunderstood as debating this. It appears that there is no way to decrease entropy on a large scale because of the likelihood for things to become disordered (from a statistical perspective) -- do I understand that correctly?
Nevertheless, I am merely speculating about alternatives. Could there not be some phenomenon like an "anti-brane" colliding with a brane that could decrease entropy. It would be like adding energy to a system that is otherwise winding down, like, say, a roulette wheel being whacked by something -- !poor analogy!![]()
Isaac Asimov -'The Last Question'..
2061, the world is cooling down, scientists ask of the Earth's super computer:
"Can entropy be reversed?" Computer says no, "Insufficient data for meaningful answer"
Next scene - Earths inhabitants have fled the white dwarf that used to be our sun for younger stars, and as the galaxy continues to cool they ask the super computer, the ark of all human knowledge, "Can entropy be reversed?"Insufficient data to give a meaningful reply".
This scenario continues through subsequent scenes during which the universe is becoming ever colder and dying out, as the computer becomes progressively more powerful. The answer however remains the same.
Trillions of years elapse, whereby almost all warmth and life in the universe has vanished. All knowledge is compacted in a wisp of matter in the near absolute zero of hyperspace. The wisp asks of itself "Can entropy be reversed" - "Let there be light" it responds. And there was light.
And how would you deal with entropy in this meta-brane full of brane and anti-brane collisions?
After all, the roulette wheel is ultimately a bound by the increasing entropy of the meta-system it inhabits.
Either it's going to be increasing entropy "all the way down", or you're going to have to arbitrarily introduce a mysterious decreasing-entropy metaverse somewhere along the line.
Which, mind you, doesn't strike me as any more or less strange as any of the other scenarios proposed (the big bang, the "beginnning" of time, etc.), except that we don't have any observations to support it, and we don't have any kind of a coherent, internally-consistent theory that both explains the observations we do have and predicts anything like it. So in that sense, time "beginning" at the big bang, and a subsequently inflationary universe, is demonstrably less bizarre than an entropy-decreasing anti-brane.
"In the new cyclic model, the entropy created during one cycle is diluted during the period of accelerated expansion, but is not draw together (i.e., remains dilute) during the contraction period. The total entropy of the universe as a whole increases steadily from bounce to bounce, as demanded by the second law of thermodynamics. However, the entropy from the previous cycle is spread to regions beyond the horizon during the period of dark energy domination. So, as far as a local observer is concerned, the entropy density and the total entropy within the horizon is driven to zero each cycle and the universe appears to begin afresh..
The brane picture is the best way to explain how this occurs. The entropy consists of particles and radiation that lie on the brane. During the period of matter-, radiation- and dark energy-domination, the branes stretch and the entropy density is steadily reduced. After a trillion years of dark energy domination, so much expansion has occurred that the entropy density is nearly zero. During the contraction phase, the branes cease stretching, but they do not contract significantly, either. Instead, the extra dimension contracts to zero. Hence, the entropy density on the branes remains dilute all the way up to the bounce. At the bounce, new matter-radiation is created by the collision whose entropy density exponentially overwhelms any tiny remnant of older entropy density, making the latter irrelevant in the next period of cosmic evolution."
Any thoughts?
First of all, the second law should be applied to the entropy in one horizon volume, not to the universe as a whole.
Why?
Both the consensus model and the cyclic model have the appearance of being convoluted in that they both involve the piecing together of a number of theories and observations.
So, it seems the central issue is entropy. Is that a fair assessment?
No, I don't agree with that. The "consensus" model is built almost entirely from observations plus well-established theories (GR and the standard model of particle physics). The only speculative element is inflation, but that requires nothing beyond relatively standard particle physics (and the discovery of dark energy puts to rest much of the lingering doubt that such things actually work as expected). In return for some uncertainty in its cause, inflation buys you a very large number of predictions, many of which have been spectacularly confirmed over the last decade or so.
The degree to which your views diverge from those of Steinhardt and Turok is quite remarkable. It’s a chasm!
In their book, they describe the consensus model as resting on a number of unproven assumptions. Namely, “that big bang was the beginning of time,”
That (“big bang was the beginning of time,”) might be a good one to start with. Is it really true that the concordance model rests on that assumption? You're quite capable of understanding whether or not that's the case. If it's not true, that might be a hint as to the reliability of their arguments.