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Holographic Principle Could Apply To Our Universe 129

New submitter citpyrc sends this news from the Vienna University of Technology: The "holographic principle" asserts that a mathematical description of the universe actually requires one fewer dimension than it seems. What we perceive as three dimensional may just be the image of two dimensional processes on a huge cosmic horizon. Up until now, this principle has only been studied in exotic spaces with negative curvature. This is interesting from a theoretical point of view, but such spaces are quite different from the space in our own universe. Results obtained by scientists at Vienna (abstract) now suggest that the holographic principle even holds in a flat spacetime, like ours.
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Holographic Principle Could Apply To Our Universe

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  • tits (Score:2, Funny)

    by Anonymous Coward

    I am pretty sure they have 3 dimensions.

  • by Anonymous Coward

    Ace Rimmer. What a Guy!

  • I feel much thinner now!

  • by Anonymous Coward

    Astrophysicists have excellent limits on the amount perception for 3D for 2D universal dimensions, at least as the story goes. We've got an excellent idea what is out there based on emission in the far infrared, interstellar scintillation, absorption line studies, reddening studies, etc. We have very good limits on the 3d cloud density, too, from comet statistics. There are even a number of direct observations based on microlensing surveys, and there's a shadow survey, too, looking at large star fields. In

  • Just about any dimensional space can be represented in fewer dimensions, or even 1 dimension, if you accept some lossy-ness or fuzziness. Imagine a string of digits and codes with the structure: x,y,z,type;x,y,z,type;x,y,z,type;x,y,z,type, etc... Where x, y, and z are coordinates in 3D space and "type" is the type of particle. Example single particle encoding: "3629342.3442, 4872042.3987, 193203.0482, Electron". There may need to be more "state" info about a given particle to make it workable, but you get t

    • by lgw ( 121541 ) on Monday April 27, 2015 @09:05PM (#49565787) Journal

      Just about any dimensional space can be represented in fewer dimensions, or even 1 dimension

      But that all misses the point here. The point of the holographic principle is not that one can imagine a 3D encoding onto a 2D surface, e.g. a holograph, but that the maximum possible information in a volume is not proportional to volume, but to surface area. That implies the fundamental mechanics of the universe can't be something like "voxels". We observe a universe which we can measure in 3 spatial dimension down to the Plank length, in principle, but that can't be what's really going on, at least if the holographic principle holds.

      • I would mod you up, but this is too interesting to pass up.

        What I always wonder about is what the exact limitations are that the holographic principles imposes on a volume. Our intuition tells us that a volume can contain all possible configurations of 'particles', but apparently (given the holographic principle) it can't. Some configurations are just not possible or undetectably equivalent to others, leading to the lower information content in a volume (if I understand the principle correctly).

        Now I can ea

        • Our intuition tells us that a volume can contain all possible configurations of 'particles', but apparently (given the holographic principle) it can't.

          Or to look at it another way, it can, but the HP just puts (more) limits on what is possible.

          IANAP, but there are other arrangements which are already impossible. The laws of physics see to it that there are no free quarks, for example, or that there are only certain orbitals electrons can occupy around atoms.

      • the maximum possible information in a volume is not proportional to volume, but to surface area

        How does that square with the idea of two unit cubes, each of which has a surface area of 6, but put together have a surface area of only 10? Is it just that "information" doesn't add up that way?

        • by Ignatius ( 6850 )

          Really just guessing here, but it might have something to do that you can only put so much stuff into a given volume before it begins to collapse and thus forms inner bounderies (i.e. black holes) and that this property is not additive. The reasoning would be:

          For information you need states.
          States have an associated energy.
          The more states you use, the higher the energy density will be.
          Energy density equals mass density.
          Amassing enough volume units with a given density will eventually lead to collapse.
          The la

        • by lgw ( 121541 )

          The sibling post is on the right track. Informaton density requires mass density, and mass density distorts space, putting limits on what's possible. The whole idea of the Planck length comes from that in the first place.

          Because of the way black hole formation works, if you have a fixed density in a small region of space, with no black hole, if you extend that density to a large enough region of space you get a black hole - exactly according to surface are being the limit.

      • The point of the holographic principle is not that one can imagine a 3D encoding onto a 2D surface, e.g. a holograph, but that the maximum possible information in a volume is not proportional to volume, but to surface area. That implies the fundamental mechanics of the universe can't be something like "voxels".

        Perhaps it could, but those voxels/cells aren't really independent. General Relativity requires space to be differentiable (smooth) which in turn means that value of one cell limits possible values f

  • We present the analytical calculation of entanglement entropy for a class of two-dimensional field theories governed by the symmetries of the Galilean conformal algebra, thus providing a rare example of such an exact computation.

    Bozhe moi!
    This I know... from nothing.
    What I'm going to do.
    I think of great Lobachevsky and I get idea - haha!

    (NB: Lobachevsky developed the mathematics of non-Euclidean geometry with negative curvature.)

  • holographic universe....... right....
    • by Tablizer ( 95088 )

      Just don't freak out when you find you can pass your hand through your cat.

      It only works on cats. I don't know why, ask Schrodinger. Something to do with Youtube fame particles (YFP), I think.

      • by Anonymous Coward

        You can pass your hand through many animals; just start at the back and use plenty of lube.

  • by Anonymous Coward
    My wife has always said I was two dimensional.
  • by koan ( 80826 )

    I thought Sheldon gave up on string theory in the 5th season, or was it the 6th.

  • by JThundley ( 631154 ) on Monday April 27, 2015 @07:58PM (#49565463)

    I love reading about this stuff, but it's hard to understand without a background in science :(

    Can someone explain it to us like we're 10?

    • The people in your TV set don't know they're living in a 2-dimensional universe; it's all 3D to them but obviously 2D to you. (Ignore LGs new curved TV screen -- that doesn't count.)

      Now: you're living in a TV that someone ELSE is watching. (The FSM watches a separate channel on Each of His Noodly Appendages -- that solves the multiverse theory, too. And it's turtles all the way down, so FSM is also watching himself at the same time. [See? Science mixed with Religion is Truthful, Informative, AND Fun.
    • by laughingman4929 ( 1249696 ) on Monday April 27, 2015 @11:18PM (#49566299)

      Sure. I don't work in physics, but here is my understanding of the holographic principle.

      Imagine that you are in a bathtub. There is a certain kind of physics that dictates the motions of waves in the bathtub. Now, you might believe that you need to understand the entirety of water to predict its future motion. You could develop a theory of water in bathtubs, and run experiments to verify if they are true.

      After a lot of thought, you might come across the realization that in order to understand the mechanics of the water in the bathtub, it is only necessary to understand the way the surface of the water moves, or maybe even how the water interacts with the edge of the bathtub. This means that you've reduced the dimension of your theory in some way. While this analogy isn't true, there are examples of where it is-- for instance, the physics of harmonic oscillators, like strings, drumheads, etc, can be understood by looking at the boundaries of those oscillations.

      Now, in physics, there are several ways that holography shows up. The most famous of these holography theories is called the AdS/CFT correspondence. It conjectures that a certain 5 dimensional string theory can be understood as a 4 dimensional field theory on the boundary. Now, I think that this perspective is interesting to physicists not because of the dimension change (dimensions in theoretical physics usually have little correlation with the observable dimensions of spacetime) but because it was one of the first known correspondences where a string theory reproduced the results of a field theory. Quantum Field theory is the most validated theory of physics we have, but it is thought to have foundational errors. String theory is suppose to offer a way out, but is... hard.

      Hope that helps!

  • Scientists of Vienna University of Technology pointed out that holographic effects can be demonstrated from flat (two dimensional) surface, and surrounding reality is possibly following the same principles.

    Now, if you think about it, that is a reasonable hypothesis, however, it should be noted that the opposite effect can also be realized when four (or five or more) dimensional reality is projected into three dimensional surrounding (let's call it 4D->3D), perceived by humans. Example understandable by h

    • by gl4ss ( 559668 )

      number of dimensions? in what way?

      current quantummumbojumbo that has already de-evolved into multiverse, current tech singularity ai-blabla etc already resemble ancient philosophical debates... in that they're silly to most people and seemingly also silly to those familiar in actual research and not "futurology" or whatever.

    • by Ignatius ( 6850 )

      All in all, two thousands years ago, in Greece, people were arguing if the world rests on the backs of three elephants or three whales, and assumed that the world is flat.

      The Greeks knew that the world was a sphere and also came up with a fairly good estimate of its circumference. Check out

      https://en.wikipedia.org/wiki/... [wikipedia.org]

      also, there are no elephants in Greece ... ;-)

      ignatius

    • All in all, two thousands years ago, in Greece, people were arguing if the world rests on the backs of three elephants or three whales, and assumed that the world is flat.

      Actually, I think the Greeks pretty much agreed that the Earth is a sphere with a radius of about 6000 km (Erosthenes-roughly 240BC) What they were arguing about is whether it or the sun is the center of the universe (Aristarchus of Samos-about the same time)

      (Don't you just love it when some bozo comes along and knitpicks your rhetoric?)

  • by janimal ( 172428 ) on Monday April 27, 2015 @11:34PM (#49566341)

    It would seem that ancient wisdom triumphs and we live in a 2D world.

  • What?
  • I have no doubt that the holographic principle is an interesting mathematical representation of certain physical laws. It is no doubt quite useful in solving certain problems and may even be suggestive of new phyisical theories.

    However, it's just nonsense to get excited just because you know that the physical laws can be represented in fewer dimensions. OF COURSE THEY CAN. You can always code the information about any functions/distributions/whatever in n dimensional space in fewer dimensions. The holog

  • Disclaimer: IANAP If an n dimensional space can be explained by an n-1 dimensional projection, can said n-1 dimensional projection be explained by an n-2 dimensional projection? But more importantly... what implications does this have for infinite stacks of turtles?

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