Every Black Hole Contains a New Universe
insidescience.org
insidescience.org
In this case, the researcher seems to be excited specifically because of the potential of torsion to explain dark energy -- a recently discovered phenomena (although of course, oddly presaged by Einstein's cosmological constant hack).
We know quantum constants. Is a cosmological bivector so different? Should be observable?
If only we could measure universal expansion accurately at small timescales, we could listen to the rain on the roof (horizon).
I'm thinking that a marriage of physics, mathematics and CS might be necessary to overcome our limits in understanding these structures. Something like an IBM Watson for physicists, where a computer is fed with all informations we have and solves an optimisation problem to come up with a unified theory explaining all the phenomenons with the least complex solution (i.e. the least universal constants). Another requirement would be to have 42 as an error code for all possible failures in the calculation ;).
I'm not sure I understand. In Riemannian geometry it might be convenient to use a connection with non-vanishing torsion, but it is not required. What do you mean by 'includes'?
Now, it's entirely up to you whether you write that 4-fermion term coefficient as "Riemann tensor (including torsion)" or as "Riemann tensor (torsion free) + (lots of weird, arbitrary-looking interaction terms involving derivatives of B)". So on some level, there's no reason that you must use a connection with non-vanishing torsion. But I would claim that the equations are much more elegant (and give deeper insight) when expressed with torsion "built-in". [Fun fact: So does Polchinski, but he's not talkative about it. If you look up "torsion" in the index of Vol. 2, the first reference is to the page with the equations I've referenced above... but the word "torsion" doesn't appear anywhere in the text of the page!]
Aside: If anyone out there is interested in how this torsion stuff fits into the mathematics of Relativity, you might have a look at my notes on how it would be incorporated into Bob Wald's textbook: http://www.slimy.com/~steuard/teaching/tutorials/GRtorsion.p...
In the whole black-holes-create-universes vein, last century the theoretical physicist Lee Smolin presented the quite delicious idea (described in his book The Life Of the Cosmos) that entire universes might be subject to the process of natural selection.
This would work if singularity formation involves the transmission of physical constants to the 'daughter' universe with slight modification, quite a thing to suppose given we don't really know what physical constants 'mean'.
If it occurred, this natural selection would optimize these constants for the production of black holes, which luckily for us co-incides with the production of life-bearing stars. Of course, all very unfalsifiable, but kinda epic.
According to wikipedia [1] it turns out it's a bit smaller than that, but the same order of magnitude.
And if our universe is on the inside of a black hole, shouldn't the amount of energy and matter be increasing here as well? If not, why not? Why don't we get to suck in fading stars from our parent universe and get an increasing amount of m or e?
As matter approaches it (pass the Schwarzschild radius) and increases in velocity, time slows down more and more for it.
When velocity approaches C, time approaches zero.
Though in another thought, I'd guess that due to the forces involved, the matter is ripped apart on a sub-quantum scale to the point that it literally disintegrates into its energy component and basically adds energy to the black hole (which can be interpreted as mass). But again, it never enters it.
The stuff that is actually falling into the black hole never notices R_S because the velocity they measure is not greater than c, and crossing the event horizon is a completely benign event. It's the later extreme tidal forces / spaghettification that destroys in-falling matter.
So it is fair to say that stuff enters a black hole.
And if we're in a black hole, what evidence, if any, do we have for the effects of evaporation?
We've spent decades trying to sort out the problems of black holes and information/entropy, surely to put a whole new universe inside every one is going to bugger it right up!
Hawking radiation makes a black hole lose mass, hence diminishing its Schwarzchild radius. The Schwarzchild radius came up because it's a singularity (in the mathematical sense) in a solution to Einstein filed equations. The same way matter collapses onto itself up to creating such a singularity and being encompassed into the now existing event horizon, as soon as there is not enough mass to sustain the singularity, the event horizon vanishes, hence the remaining matter "pops" back into our sight.
You could view it otherwise with a thought experiment: take particles out of the black hole one by one. Each time it will reduce the mass and maybe the radius. At some point the mass/radius ratio may not be small enough to hold light and the bubble bursts in plain sight as the event horizon breaks down. In such a thought experiment, the worst case would be that the black hole would require every single particle but one to evaporate (unless you assume a single particle could be a black hole in itself).
An interesting back of the envelope calculation is computing the mass contained in a Schwartzchild radius of Planck length (the size at which quantum effects take over).
l_P = sqrt(hG/c^3)
r_s = 2Gm/c^2
hence m = sqrt(hc/4G) = 1.0882546265651108e-08 kg which is a bit more than 1e22 electrons sitting at a position 1e-15 smaller than a single one of them.The particles we observe today exist in a relatively low-energy environment. Whatever's going on in the furious intensity that is the inside of a neutron star that's on the edge of becoming a black-hole could be quite spectacular in comparison.
Unexplained weight loss? ;-)
I am still wondering how to square the idea that we are in a black hole with the basic principle that aside from the law of conservation of matter and energy.
The Law of Conservation of Matter and Energy suggests that E + mc^2 should remain constant over time. However if new stuff is being added to the universe because we are inside a black hole, E + mc^2 should be a function of time and not a constant value.
It seems there is a testable hypothesis for someone.
And having the sum of stuff sucked in and sucked out to be zero, there should be a limit to the number (or dimension) of black holes our universe can have (?)
Hawking radiation in one is from stuff falling into the black hole from the other.
Then everyone is on everyone's balance sheet, and e+mc^2 = constant.
Topologically it would look pretty crazy.
The other galaxies don't really evaporate, but from our perspective the result is the same.
Perhaps that's one possible explanation.
There's a brilliant explanation on reddit by RobotRollCall on this topic. I'll update my post when I find the link.
http://www.reddit.com/r/askscience/comments/f1lgu/what_would...
If the latter, how big can black holes get? Can they consume a universe? That would be a neat end-result - the whole universe goes down the drain, to cause a new one.
Our Universe has disproportion between (visible) matter and antimatter. Black holes my contain missed anti-matter. So when black hole will consume all matter of our Universe, it will bang again, without help of any parent Universe.
If there is some process like cosmic inflation triggered by high energy densities (like Andre Linde's chaotic inflation) it's pretty believable that some kind of 'bang' happens when a black hole formss and the output of that bang fills the 'other side'.
And of course, we have no reasonable basis for estimating any of those numbers. We have a sample size of one universe and we don't even know the rate of occurrence of life in that one. Still, it can be fun to speculate.
The estimates relating to the paradox all come from what we've understood to be around us - galaxies, stars, planets, etc.
(IANA anything of any consequence to this discussion - just an eager reader!)
So our children universes would inherently be younger than us, and that counts heavily against intelligent life, much less superior life the likes of which would have to come back through for us to meet. At least any time soon.
Consider other universes could be so different that they may not support life, at least not as we know it.
Actually, this is much to complicated for my feeble mind. I am sticking with the "Parallel Universe Box" from the Futurama series (http://futurama.wikia.com/wiki/Parallel_Universe_Box). It makes my head hurt less.
Electrostatic force is much much stronger than gravity. It is known to be ubiquitous both on micro (sub-atomic) scale and on macro (cosmic) scale.
Once you acknowledge its existence, it is no longer necessary to postulate black holes in the centres of galaxies to hold them together.
Dark matter and dark energy are postulated as such an explanation.
Like charges repel and opposite charges attract which prevents large scale accumulation of charge in even a tiny area by cosmic scales. Gravity while locally weak does not have these issues and you can keep dumping more mass into the same area more or less indefinitely.
Does this really sound more plausible to you than that widely separated bodies in vacuum, large and small, can hold charge?
I hope you are kidding.
If you rubbed the entire galaxy with a cosmic-sized cat you still wouldn't have the effects you're postulating.