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we live at the beginning of the time when life is possible |
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| May23-12, 11:43 PM | #18 |
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we live at the beginning of the time when life is possible
Here is another fishy coincidence. This is from Lawrence Krauss' A Universe from Nothing
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| May23-12, 11:46 PM | #19 |
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This is a separate issue, namely, why there are so many patterns in our number system. All of that I find much more problematic and much more spooky than the fact that we live in the beginning of the habitable age. |
| May24-12, 01:16 AM | #20 |
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It is not really a seperate issue. The crux of the problem is in determining whether you are 'typical' or 'atypical' in the statistical sense of the word. Defining what that means precisely is thorny, as I tried to illustrate. Certain assumptions need to be put into the system before you can make a mathematically rigorous statement (its like wondering what the probability is to pull a small O(1) integer out of the set of all positive integers)
For instance, if you lived in a universe where there was an exponentially growing distribution of life giving planets, then it doesn't matter when you were born. The value 't' is irrelevant, b/c no matter what value 't' takes (young, old, very old), you will always be in an era where there were about as many observers before as there are in the present. However if you don't realize that you are in an exponentially growing phase, and instead simply try to put a uniform probability measure on the space, you end up making all sorts of wrong conclusions. |
| May24-12, 01:22 AM | #21 |
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1. the abundance of patterns in the set of all real numbers 2. the fact that we live right at the beginning of the habitable zone Those two subjects are not related. |
| May24-12, 01:55 AM | #22 |
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Except that the universe, galaxy formation and so forth is not necessarily bounded in time or in space. That would be an extra assumption that you would need to justify.
Worse, as in any physical system described by unitary physics there is a Poincare recurrence time, and indeed there might be all sorts of processes that produce galaxies and observers at very late times quite independant of that. |
| May24-12, 02:00 AM | #23 |
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| May24-12, 02:48 AM | #24 |
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Obviously we are talking about boundedness into the future and not the past!
The Friedman-Robertson-Walker and eventual DeSitter solution that is under discussion here only has a boundary at timelike infinity, and its eventual fate is unclear. http://en.wikipedia.org/wiki/Future_...nding_universe The reason I use the word 'might' is b/c the exact physics at very late times (see the Wiki for what that means) is complicated and in fact significantly more complicated than what that page shows. I'd rather not get into the exact details as it very much depends on parts of physics that are not entirely understood. One thing that we do know, is that if the laws of physics satisfy the conditions necessary for Liouvilles theorem and its quantum analogue to hold, then there absolutely will be a recurrence time, and you won't have any sort of finite probability measure available to use. |
| May24-12, 02:52 AM | #25 |
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| May24-12, 03:05 AM | #26 |
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Sorry, there is no consensus at all on whether the universe is or is not compact spatially, or what boundary conditions one imposes.. In fact, it is not even clear whether there is a boundary in the past, as it is quite easy to write models that go beyond the standard big bang.
As I have said, assuming that indeed we are dealing with some sort of infinite set, then it is no more or less fishy that we happen to pull the number 3 out of a hat as opposed to a number like a googol. This is one of the difficulties with doing cosmology in a universe that might admit astronomically large distance scales and/or time scales and is very much a contemporary problem in modern cosmology. |
| May24-12, 03:11 AM | #27 |
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| May24-12, 03:29 AM | #28 |
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| May24-12, 03:34 AM | #29 |
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| May24-12, 03:46 AM | #30 |
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Moreover, the thesis that no numbers are special is an extreme minority view. If you're going to prove that it should be a majority view then you're going to have to do better than a mere assertion.
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| May24-12, 03:54 AM | #31 |
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| May24-12, 03:58 AM | #32 |
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You're just begging the question that things must be proven mathematically. Not everything must be proven using mathematics. Take beauty, beauty certainly isn't proven with mathematics. Only a conscious agent can determine what is special and they do it without recourse to mathematics.
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| May24-12, 04:30 AM | #33 |
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