Talk:Black hole information paradox/Archive 1

Archive 1

surface area of the event horizon

I stopped by this page but I have no astronomic background nor any dedicated skills to the matter but how can you calculate or even define the surface area of the event horizon? I'm quoting the article here: To an external observer the event horizon would appear to take an infinite amount of time to form due to gravitational redshift, and the black hole would dissipate via pre-Hawking radiation before an event horizon would ever form. so how do we define a surface we can never see formed? Does an event horizon even has a surface? I know it is the edge where light remains "trapped" forever but can we even have a clear appreciation of it? I mean can we put or even imagine an observing element (of the ideal size, like the smallest possible) exactly on the edge of the event horizon (where going at the speed of light the opposite way it would remain exactly at the same place, the aspiration of the hole and the movement speed of the observer being in a perfect balance) or can't we?

PS: please answer me directly on my user page if you do :). PSS: I'm a noob, don't forget it plz :)). Matthieu (talk) 13:04, 17 November 2007 (UTC)

Contradiction

If the information survives in parallel universes with no black holes then no information can exist in the first place. AnaxMcShane (talk) 12:25, 30 January 2008 (UTC)

• Well, I'm not sure how Mr. Hawking is coming to the conclusion that black holes couldn't or wouldn't exist in a parallel universe, but information could, would & does exist in this universe. Hawking is just figuring that any information sent through a black hole in our universe would survive a travel into another universe. His new theory seems awfully rushed... I'm not sure how he's proposing information would be "injected/ejected" into the other universe after being blown/pulled through a black hole. Would it be a white hole on the other side? -Rayne 14:30, 7 February 2008 (UTC) —Preceding unsigned comment added by 206.208.93.60 (talk)

The term 'Black Hole' is a rip off of the term 'Implosive Gravity' and 'Black Holes' should not be thought of as they are currently...

If "Black Holes' function the way some say they do, then why doesn't a 'Black Hole' implode in on itself for infinity until acted upon by some external force?

There is an infinite amount of dimensions for each surface anyway, just as there are an infinite amount of universes with in/on/around each surface.

If we went through a 'Black Hole' and the 'Black Hole' functions as a mover of sorts then it's possible that every thing that goes / went through it will be reconfigured / re-calibrated randomly...

Like a big puzzle cut into smaller pieces and then each piece reshaped and resized to fit into a partial whole or whole again or not at all. AnaxMcShane (talk) 13:57, 16 February 2008 (UTC)

Who deleted it?

Someone deleted the part I put in where cause and effect become unrelated and nothing science knows can be trusted. Why did they do that? I gave citation and everything. Besides, I'd say it's pretty relevant, considering it undermines the whole of physics. —Preceding unsigned comment added by Dstebbins (talk • contribs) 02:26, 2 March 2008 (UTC)

The Equation

This page ought to have the equation which started it all off. —Preceding unsigned comment added by Pydos (talk • contribs) 16:02, 16 September 2005

S = c^3xA/4ħG

S=thermodynamics (Entropy), G = gravity, c is einsteinian theory (speed of light). ħ ("h-bar") = reduced Planck Constant (or Dirac's constant). A is the area. —Preceding unsigned comment added by Karl Leibrecht (talk • contribs) 13:54, 3 April 2006

Hey, what’s up. I wandered over here after seeing a thing on YouTube about “Stephen Hawking’s paradox,” and in it, they included his formula as above, i.e. without the k (Boltzmann's constant) that’s currently in the article. Is that a mistake? Also, at one point, a guy writes $S_{BH}={\frac {c^{3}A}{4\hbar G}}$ on a chalkboard, with a subscript _BH after the thermodynamics S. Is it still the same formula? Wouldn’t that make S equal something else? Some webpage has it as in the article $S={\frac {\pi Akc^{3}}{4hG}}$ (with the k), but also with a π symbol. Where’d that come from?? Post-junior high math isn’t my strong suit, but I’m curious; if someone could break down whether any of this matters, that’d be great. —Wiki Wikardo 21:27, 23 April 2009 (UTC)

---

The only real way to destroy information, is to destroy the human race. A black hole cannot destroy information because of the fact that if we observe a star, and a black hole consumes it, we still know the star was there....

Now if we destroy the human race, there is no-one to reproduce with or to share data with, thus destroying the facts and information that we have learned... —Preceding unsigned comment added by 207.63.186.15 (talk • contribs) 18:14, 19 September 2005

...That's not quite what's meant by "information" in this context. You refer to information in terms of human knowledge, which is only the interpretation of sensory input, which will vary from individual to individual. The Great Attractor 00:52, 25 May 2007 (UTC)

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it is impossible to know, trying to answer this paradox is purely futile. the reason for this is that if the information were destroyed we would have no recelection and it is possible that things are disappearing, however we are uncertain because the information which is the memory no longer remains. A more plausible theory is that information is neither stored or destroyed but recycled, for if it were stored there would inevitably be answers to "the beginning" and if it were destroyed then one would see or wonder about a black hole the black hole would itself cease to exist. thoughts of K. Alonzo Valentine II —Preceding unsigned comment added by 70.105.1.37 (talk • contribs) 02:18, 28 January 2007

Must it be local?

I have some trouble understanding the paradox as a paradox. The light speed is limited, and so, travelling farther and farther away from the hole, the information on what fell into the hole is still there. If everything is to be run backwards, the light is to be run backwards too, and after a time coming back to the hole. Is there a further requirement that the "lost" information is to be localized in any way? ... said: Rursus (bork²) 09:09, 3 February 2009 (UTC)

It is a paradox insofar that it leads to contradictions if you start from the premise that the laws of physics are reversible (as encoded in QM as unitary evolution). A black hole fundamentally changes the spacetime direction of what is future into a radially-inward directed convergence into a singularity. Once you accept that, there is no longer a causal path radially outward back to the outer universe. So, Hawking radiation can not 'carry any memory' and the starting assumption of reversibility is lost.

Bottom line is that in a certain deep sense quantum mechanical uncertainty is incompatible with classical causality. Problem is to word that in an accessible yet technically accurate way. JocK (talk) 23:32, 26 February 2009 (UTC)

OK, I see! I have suspected that quantum mechanics for being fishy, a long time now. ... said: Rursus (^mbork³) 22:33, 5 December 2009 (UTC)

An outdated concept?

Isn't the idea "that in principle complete information about a physical system at one point in time should determine its state at any other time" based on the "clockwork universe" idea from classic Newtonian Physics? It's Laplace's Demon all over again, isn't it? Didn't this idea go out when the Uncertainty principle came around (or the 2nd law of thermodynamics?) If this is true, why are people bothering with this? --71.99.31.143 (talk) 03:57, 15 August 2009 (UTC)

I'd like to add to the disapproval of the first paragraph as it it pretty misleading "It suggests that physical information could "disappear" in a black hole, allowing many physical states to evolve into precisely the same state. This is a contentious subject since it violates a commonly assumed tenet of science—that in principle complete information about a physical system at one point in time should determine its state at any other time.[1]" My reasoning is that you cannot have complete information about a physical system from Heisenberg's uncertainty principle, and even if we could know the complete system state this tells us nothing about the elements of the system so the fact that many physical elements can combine into the same physical state doesn't matter because the elements of the state do not exist. —Preceding unsigned comment added by 86.134.234.6 (talk) 03:49, 2 January 2010 (UTC)

Uncertainty Principle

"This is a contentious subject since it violates a commonly assumed tenet of science—that in principle complete information about a physical system at one point in time should determine its state at any other time."

Since by the Heisenberg uncertainty principle, it is not possible to know complete information about a physical system (and in fact, the system does not HAVE an exact value for a given property when other properties are forced toward values with higher degrees of accuracy), wouldn't this render the whole paradox a non-paradox since the 'commonly assumed tenet of science' is actually the opposite of one of the tenets of quantum theory? 184.10.255.198 (talk) 05:17, 24 June 2010 (UTC)

No, it isn't. Even in quantum mechanics all information about the future and the past of a system is contained in the wave function. The wave function itself is not an observable, which makes it impossible to exactly know the wavefunction at a given time. The problem with black holes is that their presence seemingly causes the wave function to forget about its past, which is not possible in a completely quantum mechanical system.TimothyRias (talk) 07:58, 24 June 2010 (UTC)

A Law of Conservation of Information?

Is there any accepted - or even proposed - 'Law of Conservation of Information' corresponding to the accepted laws of conservation of mass and energy? The information in the world's libraries has not been 'extracted' from the natural world; it is the cumulative product of human observation and reflection. If you burn a library the information is not dissipated into the atmosphere; it is destroyed. The metaphysical concept of the 'Conservation of Information' appears to have been invented by the Christian Creationist William Dembski [see his book "Intelligent Design: The Bridge Between Science & Theology"] in order to "prove" that evolution of complex organisms from simple organisms is "impossible" and violates some imaginary law of conservation of genetic information. It is based upon unsubstantiated dogma rather than being deduced from scientific observation. --Tediouspedant (talk) 13:56, 7 February 2010 (UTC)

You are completely correct, of course. Unfortunately this article and it's talk page are overrun by Christian Fundamentalists.Iron Condor (talk) 02:31, 25 August 2010 (UTC)

Yes, it is called unitarity. TimothyRias (talk) 12:47, 8 February 2010 (UTC)

You have no idea what you are babbeling about. Unitarity is the property of some mathematical operators. It has nothing whatsoever to do with an imagined "conservation of information" (which flies in the face of every observation of every quantum system ever performed).Iron Condor (talk) 02:31, 25 August 2010 (UTC)

Appaarently, I have a lot more idea what I'm talking about than you. Quantum evolution of a system is unitairy, meaning that the evolution operator is unitairy. In particular, this means that the time evolution of the system can be inverted (at least mathematically). This means that if you have the complete (quantum) information of the state of the universe at any one time, you should in principle have all information about the state of the universe at all other times. TimothyRias (talk) 05:49, 25 August 2010 (UTC)

Point of View check

I have marked this article for a Point of View review in response to all the statements of concern listed below. --Tediouspedant (talk) 14:38, 7 February 2010 (UTC)

Agree that it's far from neutral. There is no paradox! Please change the title or atleast reference whoever said it's a paradox. Or ditch the article altogether. —Preceding unsigned comment added by Dhatsavan (talk • contribs) 15:54, 2 September 2010 (UTC)

• I removed the tag. The article does need clarification and probably expansion, and certainly better references, but bias is not evident. This is called a paradox, and the sense that information is conserved by quantum systems is expressed by unitary evolution of the wave function. The problem is language: determinism and information have different meanings with respect to quantum and classical logic. When people say that the quantum world is non-deterministic, they mean it's not classically deterministic. I broadly agree with the comments of Jheald, TimothyRias, and BenRG on this talk page. Tim Shuba (talk) 01:02, 15 November 2010 (UTC)

Expanding Main approaches to the solution of the paradox

The section "Main approaches to the solution of the paradox" should mention the Holographic principle, however, I am not able to provide deep enough inside to write about (dis)advantages... TF —Preceding unsigned comment added by TinyFirstman (talk • contribs) 22:17, 3 September 2010 (UTC)

I don't think it should be mentioned in that section. The holographic principle as used in a resolution of this paradox implies that the information is encoded at the event horizon of a black hole, and is released as part of the Hawking radiation. Therefore it's part of the approach given, Information gradually leaks out during the black-hole evaporation. However, it might be worth expanding on the holographic principle and black hole complementarity in another section of this article. Tim Shuba (talk) 01:02, 15 November 2010 (UTC)

Completely false premise.

It is most certainly NOT "a commonly assumed tenet of science that information cannot be destroyed.". Who came up with that nonsense? Information is thermalized all around us all the time -- scratch a message into an ice cube and then melt the ice cube and the message is irretrievably lost forever. The information contained in it has been destroyed - it is not contained in the universe anywhere any more. If this absurd contention of a "conservation of information" is dropped, then what is "paradox" about a certain particular process in which information is lost? Where's the "conflict" here? What is "paradoxical" about this?Iron Condor (talk) 04:09, 4 July 2008 (UTC)

▲▲ You don't understand what is meant by "information" here. Everything in the universe is made up of matter or energy, (which are actually the same thing) but where does that come from? The current term for base existence of matter and energy is "information". Information cannot be destroyed in that, a part of the universe can never cease to exist without something of equivalent exchange being returned. It's like the hash code on a piece of software, change even the slightest thing and you will get a totally different number. ▲▲

You are using the wrong connotation of information; what is being said here is that a certain kind of information, as explained by quantum physics, is encoded into every subatomic particle in existence;

This is absurd gibberish. There is absolutely no such thing as "a certain kind of information, as explained by quantum physics" that is somehow magically "encoded into every subatomic particle in existence". To the contrary: quantum mechanics shows (through Bell's inequality, experimentally tested in the Aspect experiments) that there is NO information contained in any particles that is not retrievable through all the known means of physics. There is NO "hidden information" or any such nonsense.

The problem here is not that you are ignorant -- there is no requirement for you to know what you are talking about. There is something VERY wrong with an ignoramus like you presuming to tell someone knowledgable like myself about science. If you don't know what you're talking about, THEN DON'T. Do not go and confuse things more than they are by posting blatantly FALSE and UNINFORMED bits of opinion.

in essence, if you destroy something or morph it, the information encoded onto individual atoms would allow you, technically, to reconstruct an object into the condition that it was in before it was destroyed.

This is the direct diametrical opposite of what Quantum Mechanics actually says. —Preceding unsigned comment added by Iron Condor (talk • contribs)

What is being said here is that if this "information" is destroyed, then this lost information, which has accounted for so many things in the past, can no longer account for much else; therefore, cause no longer meets effect.

I just wanted to clarify that. --Starstriker7(^{Dime algo}_{or see my works}) 02:00, 28 October 2008 (UTC)

Everybody, please be civil and please sign your posts. Iron Condor, I wish to point out that this whole article is about the supposed black hole information loss paradox, so if you think information loss isn't paradoxical you ought to be seeking to delete the whole article, not one little part of it. That's unlikely to happen, though, because you have powerful enemies, like Stephen Hawking.

I think the problem is indeed conflicting meanings of the word "information". When the people who talk about this kind of thing say that information is not lost, what they mean is that different initial states evolve into different final states. That's a property of Lagrangian/Hamiltonian evolution both classically and quantum mechanically. If you melt an ice cube in a universe governed by a Lagrangian, the final state differs depending on what message was written on the ice cube, and in that sense the message is not lost. It's diffused into the environment to such an extent that you (a creature in that universe) could never hope to recover it, but it's still there, at least as far as the mathematical model is concerned. Black hole evaporation, in the sort of semiclassical model that Hawking like to work with, violates that principle. You squeeze an ice cube until it becomes a black hole, then wait for it to evaporate. You've converted the ice cube into thermal noise, but, in contrast to ordinary melting, the fluctuations in the noise do not encode the initial state of the ice cube. The particles that make up the ice cube literally cease to exist at the singularity, and after that you can't run the evolution operator backwards to find out what they were.

That's the idea. Don't ask me to defend it, because I don't understand this subject nearly well enough for that, but it isn't patently ridiculous, once you understand the specific technical sense in which "information loss" is used. -- BenRG (talk) 12:34, 1 February 2009 (UTC)

I have no quarrels with the existence of "something" that happens to be called a "black hole information paradox". That sounds intriguimng enough for me to want to know more about it, to be precise. So I go to Wikipedia and I find that there's a bunch of ignoramuses who *freely invented* some supposed law of physics that supposedly states that information cannot be destroyed.

Which is absurd gibberish, of course, since information is destroyed all around us all the time every day in a billion processes. Every time an atom absorbs a photon, the information that the photon existed, where it came from and what energy it had are all destroyed. No examination of the atom in question can ever reveal it, because it is not contained in the universe any more. Complete knowledge of the full wavefunction of everything will not tell you that this atom was hit by a photon of that energy from such a direction this long ago. Because information has been destroyed -- as it is destroyed routinely all the time.

In science, it is not acceptable to make up things because they seem plausible to you and then proclaim that they're true. If QM teaches us anything about information, then it is that the universe is substantially *noise* at the bottom. This may seem counter-intuitive to people like yourself who have never actually thought about reality, but that's what you find if you are willing to sit down and study the actual, real, honest physics of the universe in which we live.

In science it is *also* unacceptable to try to resolve a dispute by invoking an assumed authority. That may fly in your church, but in science it doesn't matter who said something; if something disagrees with experiment, then it's wrong. And observing a process in which information is lost is trivially easy. But of course Mr. Hawking never claimed such absurd nonsense as "information cannot be destroyed" -- that's just you making stuff up and putting it into his mouth. You're perfectly happy to post vile insulting lies about Mr Hawking -- yet you imagine you get to admonish people to "be civil". You're happy to insult *me* with your lies and yet you find iot objectionable when I call you a liar.

Here's a hint for when you grow up: As long as you find it acceptable to lie (*to* other people, *about* other people) you should better be comfortable being called a liar. If you resent being called a liar, then don't lie. It's that easy, really.

Iron Condor (talk) 15:25, 2 February 2009 (UTC)

Well it isn't a bunch of "ignoramuses" on Wikipedia that thought of the idea of the Black Hole Information Paradox, it was actually Stephen Hawking. Although he has since admitted he was wrong, it was him who coined the idea over 30 years ago, and btw Stephen Hawking isn't an "ignoramus on Wikipedia". SaiferPhoenix (talk) 04:06, 28 March 2011 (UTC)

Let me see if I can try to give my understanding, and maybe calm things down a little.

Yes, entropy tends to increase in physics, and that can be seen as equivalent to information being lost. But there is actually some subtlety here, even in purely classical models, which is worth looking into in rather more detail. (See also for example discussion of topics like the H theorem and/or Loschmidt's paradox in standard books on statistical mechanics - eg the classic work by Tolman - or standard works on the philosophy of thermal physics).

The issue - even with conventional entropy increase - is that we correctly predict entropy increase, even though at a microscopic level we tend to assume the dynamics are deterministic, reversible, and (in the classical case) Liouvillian, or equivalently (in the quantum case) unitary. In loose terms this means information is not lost -- at least not by the dynamics. Unitarity of this kind is one of the basic assumptions made in constructing quantum mechanics.

But if information isn't being destroyed by the dynamics, how is the entropy increasing, in situations like eg two gases being allowed to mix? The answer, put forward at least as far back as Gibbs is coarse graining. It is us, as analysts, who throw the information away, not the dynamics. So for example, in thermodynamics, by insisting on a description of the system only in terms of its current macroscopic thermdynamic variables -- with no room for taking account of detailed microscopic correlations -- we have chosen a description where there is no way to keep track of some of the information which the detailed dynamics themselves actually still preserve.

Similarly in the example of the atom and the photon, if you had the full knowledge of the full wavefunction of everything, the assumption of unitary evolution means that you should be able to run that forwards or backwards to get to the state of the universe at any other time. Given the state, not just of the atom and the photon but of the rest of the universe as well, under unitarity no information is destroyed, and in principle an entity with the capabilities of Laplace's demon could retrodict where that photon had come from. On the other hand, if we ignore that (in quantum mechanics) both are unavoidably connected to the rest of the universe, again that is a simplifying approximation made by us, but one which has the effect that our description no longer reflects the full underlying dynamics, and from then on some information coded in the relationship of the atom and the photon to the rest of the universe is being ignored. This looks like coarse-graining again.

The black hole information paradox arises from the same assumed world-view once more: that in a full quantum description, the dynamics should be deterministic, reversible, and information preserving (unitary). The assumption is that the dynamics aren't throwing information away, we are. The challenge is to (a) confirm this, and (b) to try to work out where. Hawking's recent work has been on (a) - to try to produce a picture in which it is clear that information has been conserved, and has not been destroyed and then re-created out of nowhere. As for (b) - where might coarse-graining by us have lost track of the information, I am no expert in this area, but as I understand it a strong candidate would be in Hawking's semi-classical treatment of the black hole - in a fully quantum treatment, one would expect, in moving to a black hole description with a finite (non-zero) temperature, and a finite (non-infinite) entropy, a full description would identify a finite (non-infinite) collection of states for the black hole, each with amplitudes and phases with respect to the rest of the universe, therein containing information. My understanding is that Hawking's semi-classical work manages to get answers for the total BH entropy, but without identifying any finite collection of corresponding distinguishable quantum states for the BH, and this could well be the kind of coarse graining done by us as analysts that messes up the information preservation of underlying unitarity. Jheald (talk) 23:29, 2 February 2009 (UTC)

Your attempt to misrepresent thermodynamical misconceptions from the 1800s as actual, current tenets of science makes it clear that your intent is not communication of reality, but obsuration of truth. You, Jheald, are a liar. Physics did away with determinism about a hundred years ago now. Your desperate attempt to deny this make you a liar. You desperate attempts to proclaim that Mr. Hawking supports your pathetic lies makes you an insulting, subhuman lying swine.Iron Condor (talk) 00:13, 4 February 2009 (UTC)

Are you trying to imply that evolution of quantum mechanical wave functions is NOT unitary? That would kinda go against pretty much everything that has been written on quantum mechanics in the last century. Evolution of a wavefunction in a completely quantum mechanical system is unitary, this is a basic fact that you will find in any QM textbook (although may be worded differently). This in particular means one thing, if you would know the wavefunction at some particular time (slice) you can, in principle, calculate the wavefunction at any other time. (This, of course, is a pretty big "if" as it is not physically possible to actual know the wavefunction of the universe since you yourself are part of that same universe.

Now, modern physics is actually plaqued by two major (non)unitarity problems. It seems that your misunderstandig of the first is causing your inability to understand the second. The first non(unitarity) problem is the so called measurement problem, in which a "magic" act of measurement cause the instantanuous collapse of the wavefunction. This instantanuous collapse of the wavefunction is non-unitary, and information is lost in the process. (If the wavefunction truly collapses, it is impossible to reconstruct the state before the collapse from it.)

The second, is black hole unitarity problem (sometimes referred to as the information paradox, but it is unclear that there actual is a paradox). If during the evoltuion of a wavefunction a black hole is formed, and that black hole completely evaporates through the process first described by Hawking. Then the calculations show that this evolution is not unitary, the end state contains no more information about the begin state then a few quantum numbers.

In the last few decades understanding of problems has been converging on the notion that both are caused by the inherently semiclassical nature in which they have been treated. In the case, of the measurement problem the culprit seems to be that while the measured system is treated quantum mechanically, the observer is not. If the observer is replaced by a quantum mechanical system it can be shown that while the interactions between the observer and the measured system cause the wavefunction of the measured system to collapse to a classical mixed state, the evolution of the combined wavefunction of both systems is in fact unitary. The information about the original state of the measured system is not lost but smeared out over the (considering the percieved classical nature of the observer) very large number of degrees of freedom of the observer. This process is called decoherence, that it is real can be attested to be the people working on quantum computing because it is a major pain in their ass. Now, decoherence is not (yet?) been completely succesful in explain how a final classical pure state is picked, this might require the adoptation of a many-worlds type of interpretation, but it has in fact the unitarity problem in measurements.

The black hole unitarity problem is expected to have a similar cause and resolution. The percieved non-unitarity is expected to result from the classical treatment of the black hole geometry, which effectively gives the black hole (horizon) infinitely many states. A proper quantum mechanical treatment is expected to restore the finite number of states in the black hole, and the unitary evolution of the complete system. (TimothyRias (talk) 10:00, 4 February 2009 (UTC))

The problem for wikipedians is to formulate the supposed paradox in a way that is both technically correct and accessible to lay readers. Personally I think the bit in the introduction about "commonly assumed tenet of science" should be dropped, as it is too imprecise and sounds a bit Ptolemaic. Maybe part of what TimothyRias writes above should be included in the article. Maybe one should write the introduction as "this violates an assumed tenet of quantum mechanics, that the evolution should be unitary", then explain what this means in layman's terms (this is the difficult part) and then, later in the article, add TimothyRias's point about wavefunction collapse as an example of a situation that is non-unitary in some interpretations of quantum mechanics, for clarification.

The situation is complicated. I don't think all professional scientists in this research area agree on what the physical problem is. For example, one can read in this well-known paper [1] Ashtekar and Bojowald pointing out that information loss has nothing to do with uniqueness theorems, despite what Hawking has been saying since 1976.--Eujin16 (talk) 06:50, 18 February 2009 (UTC)

Use the s-matrix and the info is restoredAbc9100 (talk) 14:10, 3 May 2011 (UTC)

Information Theory

I don't know what is meant by information in the context of black holes, but suppose it means the same thing it means in Information Theory. In IT, the more unexpected a signal is, the greater the information it carries. If you come to me every day at noon and report that the sun is still working, you have conveyed very little information since that report was expected. On the other hand if you report that the sun is no longer working, you have conveyed a lot of information. It is so unexpected that I would suspect I was getting information about a failure of the sensor or the reporter.

The English language has structure. The letter u usually follows q. A u after a q conveys very little information. If I have a book that has the same number of characters as does the Encyclopedia Britannica, but all the letters in it were selected at random, the book of random characters has more information. But that book is composed of characters in straight lines. I can get even more information by letting each page be random black and white dots.

So, you have a black hole and you drop Encyclopedia Britannica into it. A long time later the black hole eventually evaporates and the Encyclopedia Britannica comes out as random thermal radiation. Not only was no information lost but the process actually increased information.

Increasing entropy is equivalent to generating information. But information is not the same as meaning or knowledge. Constant314 (talk) 04:33, 13 April 2011 (UTC)

Entropy is the opposite of information, so more entropy means less information. But what does this has to do with the article? Discussion over articles is about what we should put in them and structure them. Cogiati (talk) 08:07, 27 July 2011 (UTC)

In quantum mechanics information is conserved so increasing entropy doesn't create or destroy information. It simply scrambles it increasing the amount of fine grain information at the expense of the coarse grain information. A page with random dots has more fine grain information than a page of text but it has less coarse grain information. That explains how the two statements above that seem contradictory are actually both correct, if interpreted correctly. Constant314 is talking about fine grain information which is indeed increased by entropy. Cogiati is talking about coarse grain information which is indeed decreased by entropy. And the article is talking about total information which is preserved by quantum mechanics evolution operators. The increase in fine grain information achieved by dropping the encyclopedia in a black hole and then collecting the thermal radiation as described by Constant314 makes sense but you don't need a black hole to do that. Burning the encyclopedia would have a similar effect. But that's not what the article is talking about. The article is about the far more subtle question of whether black holes actually do preserve total (fine plus coarse) information as required by quantum mechanics. Stephen Hawking pointed out some strong theoretical reasons to believe that black holes may violate that tenet of quantum mechanics. But without information conservation quantum mechanics doesn't work, hence the theoretical paradox. Dauto (talk) 15:01, 3 September 2011 (UTC)

And no-one thought of it...

If an object enters a blaack hole, it remains permanently visible. 203.129.51.101 (talk) 06:16, 15 October 2012 (UTC)

No, it does not. The light it radiates as it approaches the horizon quickly redshifts to zero. In any case, this is a wikipedia talk page. Do you have a comment on the content of this article? Waleswatcher (talk) 12:23, 17 October 2012 (UTC)

complementarity & firewalls

i) this page is lacking a description of susskind's complemnentarity solution, which has its own page Black hole complementarity

ii) it is lacking the (recent) rebutall of this arguemnt, see eg. http://arxiv.org/abs/1207.3123 - Black Holes: Complementarity or Firewalls?

iii) is doesn't describe a remaining solution, discussed above - a violation of "no drama" at event horizon (and equivalence principle) by a firewall at the event horizon.

maybe an expert can add these things nicely? i guess iii) needs also to be added to Black hole complementarity?

Lioinnisfree (talk) 01:37, 19 December 2012 (UTC)

multiverse

This sentence should be replaced:

"In 2004 Hawking himself conceded a bet he had made, agreeing that black hole evaporation does in fact preserve information." Michael H 34 (talk) 12:52, 11 January 2013 (UTC) Michael H 34

Heat Death

Is information about the past still conserved after the heat death of the universe? Once the perfectly uniform state of maximum entropy has been reached, how can you retrieve information about the past when you know every possible history leads to the same uniform final state? In other words, shouldn't the post-heat death wavefunction of a universe where Hitler won WWII be equal to the post-heat death wavefunction of a universe where Hitler lost WWII and doesn't that imply loss of information? Or is this not what is meant by "conservation of information", is it enouh that after the heat death you could still know how much information the universe could ahve contained in the past, even though you cannot know which information existed at a certain point in time? But if that is the case then why is/was the "black hole information paradox" a paradox; a bigger black hole should produce more raditation when it vaporizes, so you would be able to infer how much matter fell into it and therefore how much information the universe could have contained before the stuff fell into the black hole? In any case the relation between increasing entropy (the loss of information as information is normally understood) and this "conservation of information" law isn't clearly stated in the article.89.99.122.33 (talk) 13:06, 5 May 2013 (UTC)

Read my comment above (under the information theory heading) to see how the word information means different things depending on the context. Dauto (talk) 14:30, 12 July 2013 (UTC)

What about entanglement?

Wouldn't the entanglement of particles solve the information paradox? If two particles are entangled, the state of one reflects the state of the other. So if one particle is in a black hole and the other is in a scientist's lab, the scientist can measure whatever they want and figure out information relating to both the lab particle and the black hole particle. Admittedly, not every particle is entangled with another particle (or wait, is it? Do we know?).

Also, I suggest that someone should add a clear definition of the word "information" to the introduction, as it is used in this article. I admit to still being a bit fuzzy on this topic.

Jojojlj (talk) 10:23, 7 August 2013 (UTC)

Read my comment above (under the information theory heading) to see how the word information is being used in this article. Dauto (talk) 23:28, 12 August 2013 (UTC)

The problem is that quantum entanglement depends on the unitary evolution of the quantum state, whether or not the evolution is really unitary is exactly the case in point. Quantum mechanics requires the evolution to be unitary. Hawking pointed out some reasons to believe that black holes might violate this tenet of quantum mechanics - hence the paradox. In other words: If it turns out that quantum mechanics needs to be modified, you may not be able to rely on quantum mechanics to solve the paradox. Said that, most physicists nowadays believe that the paradox resolution will preserve all quantum mechanics tenets, but as of today, the paradox is real and cannot be wished away by tunneling or entanglement or other such things. Dauto (talk) 14:19, 13 August 2013 (UTC)

The 8th possible solution to the black hole information paradox

Physical information is preserved within black hole entropy only to be deterministically reassigned later. I uncovered this possible solution writing a formal argument for a "black hole merger paradox". Based on the best current observations and following a series of mathematical deductions, temporally neutral mass at temporally perceived infinite gravity has a mass density of D = 2.56872778e^20 kg m^3. One can easily arrive at this figure if they do not assume everything can come from nothing.

The Luminiferous Aether of our day Dark Energy is the temporally perceived effect of the universe exiling temporal mass. There is a great deal more but nobody cares what an outsider thinks.

The universe is a riddle that can ultimately be expressed in the form of math but first you must solve the riddle.

Vickster339 (talk) 04:23, 21 January 2014 (UTC)Jimmy Vick

Unfortunately, Wikipedia is not a forum for WP:Original Research, you should instead submit your argument to an appropriate peer-reviewed journal. Rolf H Nelson (talk) 01:47, 23 January 2014 (UTC)

Black holes may preserve information, but it's probably worth precisely clarifying "information" right off the bat.

When we say that "a mechanical system cannot destroy information", what is meant is that the evolution of the system strictly conserves the Gibbs/von Neumann entropy of an ensemble on that system. Mathematically it can be shown that this occurs when the dynamical equation conserves extension in phase space (classical mechanics) or evolves unitarily (quantum mechanics). This entropy is unfortunately only one of many ways used to quantify the information we have about the state of a system, and the present reference to physical information is not clear since that article is vague and over-wordy.

It would be good to clarify early on in the article (right in the first sentence, even) exactly what is being talked about. And perhaps to clarify that the worrying point about black holes is not whether they destroy information in the casual sense of thermodynamic irreversibility (that the black holes munge up anything that goes into them, into an effectively random mess). Black holes do "destroy information" in that sense, but in this way they are no different from any other thermodynamic system. However for many practical purposes this sort of destruction is the main point about black holes. If you tell the average person that a black hole does not destroy the information contained in a radio a message they sent into a black hole, they will imagine that their radio signal should somehow be re-emitted intact later on. (The idea is just as strange as if you said that the atmosphere does not destroy information when you shout at it, that you will hear your voice shouted back at you in a year.)

Of course whether black holes violate the general mechanical principle of conserving Gibbs entropy, is super important on a fundamental level. In practice I doubt it matters much, since chaotic behaviour and the inability of our brains/computers to perfectly track and utilize fine-scale information means that, in effect, information becomes spontaneously lost in all thermodynamic systems. Nanite (talk) 12:11, 23 January 2014 (UTC)

(a postscript) My comment was timely it seems; the day before, Hawking had published an article on the information paradox (see also next talk section). As I understand it, Hawking is saying that black holes might only have no hair but only in the same way that a gas has no hair. In other words, they would be macroscopically very simple and predictable, but microscopically chaotic. "Thus, like weather forecasting on Earth, information will effectively be lost, although there would be no loss of unitarity." It's that distinction between unitarily-preserved information and effectively-lost information (a la H-theorem) that I think is worth clearly stating in this article, as it concerns the former. Nanite (talk) 13:05, 26 January 2014 (UTC)

Another solution proposed by Hawking on 22 Jan 2014

See Information Preservation and Weather Forecasting for Black Holes on arXiv.

He proposes that there are no event horizons, only apparent horizons, and because of this he says that black hole can no longer be called a black hole. Immediately, somewhat sensationalistic article in Nature popped about it. --94.253.159.135 (talk) 22:55, 25 January 2014 (UTC) A short comment paper on Hawking's "weather forcasting" paper has (following a very favorable referee report) been accepted and is in print in Zeitschrift fuer Naturforschung, the same journal where I published about 13 years ago a paper which explains the firewall and the information loss paradox by the pre-Einstein theory of relativity by Lorentz and Poincare, leaving intact the general theory as a very good approximation. But Mr. Nelson who is not a physicist deleted all references to my paper even though it has been cited as a second source by Professors Polchinski, Marolf et al. in the JHEP. Thereafter a Mr. gaijin42 put a padlock on the site preventing me from editing it,invoking the Holocaust in black hole physics. For details of his argument go to the Talk page of the wikipedia fire wall site. Mr. Nelson had on the Black hole information loss paradox wikipedia site still left intact my finding that the paradox can be explained by Lorentzian relativity but without citing my paper, and only after I had protested to the wikipedia administration that leaving out my name but not my explanation is an act of plagiarism, was my explanation removed. F. Winterberg, Professor of Physics. — Preceding unsigned comment added by 12.72.186.114 (talk) 04:44, 24 March 2014 (UTC)

Stimulated radiation

This might be of interest: "[...] black holes stimulate the emission of radiation in response to infalling matter. This stimulated radiation is non-thermal and contains all of the information about the infalling matter [...]". Adami, C.; Steeg, G. V. (2014). "Classical information transmission capacity of quantum black holes". Classical and Quantum Gravity. 31 (7): 075015. doi:10.1088/0264-9381/31/7/075015. http://phys.org/news/2014-03-hole-hawking-black-theory.html Paradoctor (talk) 21:54, 24 March 2014 (UTC)

"Padlock"

Here is my question: Who put the padlock on this site censoring the input from recognized scientists in favor of mediocre graduate students? F. Winterberg Professor of physics.

"Wikipedia policies and guidelines are developed by the community" and conflicts are resolved by consensus. Original research fails our policy of providing only content supported by reliable sources. "Wikipedia is not a publisher of original thought". Paradoctor (talk) 09:02, 29 March 2014 (UTC)

P.S.: WP:INDENT and WP:TOPPOST Paradoctor (talk) 09:06, 29 March 2014 (UTC)

I reverted your last edit for the same reason as the one before. Provide sources that pass WP:RS, otherwise all you do is waste everyone's time. Paradoctor (talk) 22:29, 29 March 2014 (UTC)

Hi Mr. Pardoctor, what kind of nonsense are you advocating! According to Wikipedia policy my paper is a second source cited in the widely discussed paper by Almheiri, Marolf, Polchinski, Sully and Stanford, which is a first source. What better consensus and reliable first source can there be? F. Winterberg, Professor of Physics. — Preceding unsigned comment added by 12.72.187.9 (talk) 01:45, 31 March 2014 (UTC)

Both are primary sources: Wikipedia:Identifying and using primary and secondary sources.

As you obviously are not up to speed how things are done here, a simplified and very short summary:

All content has to be supported by reliable sources.

Article talk pages are for discussion of changes to the article only.

The latter presupposes that there are changes to talk about. I suggest that you state succinctly what edits you propose, and which sources support the claim(s) in these edits. When we have something to talk about, we can proceed to discussing

1. If the claims in the proposed changes are directly supported by the sources
2. If the sources provided are reliable sources for these claims
3. If these changes are relevant to the article's topic
4. If the changes possess sufficient due weight for inclusion

Paradoctor (talk) 11:17, 31 March 2014 (UTC)

(removed inadequate response)

State clearly and succinctly what change to the article you propose, and list the sources (meaning: provide proper citations) you want to support it with. Without this, discussion is pointless. Paradoctor (talk) 03:20, 1 April 2014 (UTC)

Inclusion of another approach

As a non-physicist, I ask the following question: Do "fuzzballs" not qualify as a valid approach to resolving the paradox and as such should they not be included in the relevant section on equal footing with the others? Martixy (talk) 22:18, 17 August 2014 (UTC)

Frequently Asked Question

A frequently asked question on this talk page is:

Is it really true that in Physics is it presumed that "information cannot be destroyed" ?

No. The laws of thermodynamic state the opposite. That a complicated organized object like a book, containing a large amount of information can be scrambled irreversibly by burning it until all information in it is lost. It will go up in smoke. Quantum indeterminacy (fuzziness) adds to the irretrievable nature of the lost information. There is no scientific consensus that a "Law Of Conservation of Information" has been proved. — Preceding unsigned comment added by 24.189.86.7 (talk) 20:14, 20 April 2015 (UTC)

Please first read the thread #Completely false premise. below, before asking this question. Then, if you still want to start a new thread on this question, please start it at the end of this talk page. Jheald (talk) 13:51, 8 February 2010 (UTC)

Misleading Intro

that in principle complete information about a physical system at one point in time should determine its state at any other time.

This statement is misleading at best, and flatly incorrect at worst. The sources listed are discovery and a new york times article: hardly reliable sources. Here is a source that refines that change: http://profmattstrassler.com/articles-and-posts/relativity-space-astronomy-and-cosmology/black-holes/black-hole-information-paradox-an-introduction/

The quote would become

that in principle complete information about a physical system at one point in time should determine the probability of its state at any other time.

Does anyone have any objections to this edit? Kingmoonfish (talk) 16:03, 6 May 2015 (UTC)

Formatting

Putting URLs or references in section headings makes linking to those headings difficult, and seems to be disapproved in WP:MOS. For instances, one of the sections is now: [[Black hole information paradox#Information is irretrievably lost[9][10] ]], which would change if any sources were added above those sections. — Arthur Rubin (talk) 02:26, 9 March 2013 (UTC)

Actually, that doesn't work, either. It has to be written Black hole information paradox#Information is irretrievably lost.5B9.5D.5B10.5D. I don't know if all the [] have to be "quoted", but.... — Arthur Rubin (talk) 02:29, 9 March 2013 (UTC)

They should be removed - both links and refs. Chaosdruid (talk) 01:10, 13 April 2016 (UTC)

Assessment comment

The comment(s) below were originally left at Talk:Black hole information paradox/Comments, and are posted here for posterity. Following several discussions in past years, these subpages are now deprecated. The comments may be irrelevant or outdated; if so, please feel free to remove this section.

Would someone who has a basic understanding of the "information paradox" please explain it in greater detail, with a particular emphasis on how is squares with the Second Law of Thermodynamics. How is it not possible that information cannot be destroyed or lost? Is the word "information" being used in some very narrow, precise way? Does it mean that if you throw a copy of Shakespeare's plays into a black hole, that in principle the information in the book is never destroyed and in principle you could read it from the Hawking radiation as the black hole degrades? Is the whole history of the universe in principle recoverable at any arbitrarily large finite time in the future? (In the last question I assume that expansion of the universe continues forever, which seems to be the case.) Chuckvekert 18:11, 17 September 2007 (UTC)

Last edited at 18:11, 17 September 2007 (UTC). Substituted at 09:46, 29 April 2016 (UTC)

Abhas Mitra's Black Hole Paradox Resolution- page needs improvement

As it was shown that true math BHs have unique Gravitational Mass M=0 implying during continued collapse, the massive object must radiate out its entire initial mass energy before achieving the true BH state with z=Infinity. And the preceding eternal state is the Eternally Collapsing Object state.One of the outstanding puzzles of theoretical physics is whether quantum information indeed gets lost in the case of Black Hole (BH) evaporation or accretion. Let us recall that Quantum Mechanics (QM) demands an upper limit on the acceleration of a test particle. On the other hand, it is pointed out here that, if a Schwarzschild BH would exist, the acceleration of the test particle would blow up at the event horizon in violation of QM. Thus the concept of an exact BH is in contradiction of QM and quantum gravity (QG). It is also reminded that the mass of a BH actually appears as an INTEGRATION CONSTANT of Einstein equations. And it has been shown that the value of this integration constant is actually zero. Thus even classically, there cannot be finite mass BHs though zero mass BH is allowed. It has been further shown that during continued gravitational collapse, radiation emanating from the contracting object gets trapped within it by the runaway gravitational field. As a consequence, the contracting body attains a quasi-static state where outward trapped radiation pressure gets balanced by inward gravitational pull and the ideal classical BH state is never formed in a finite proper time. In other words, continued gravitational collapse results in an "Eternally Collapsing Object" which is a ball of hot plasma and which is asymptotically approaching the true BH state with M=0 after radiating away its entire mass energy. And if we include QM, this contraction must halt at a radius suggested by highest QM acceleration. In any case no EH is ever formed and in reality, there is no quantum information paradox.

Please see to these--

• http://arxiv.org/abs/physics/0504076
• http://mnrasl.oxfordjournals.org/content/367/1/L66
• http://www.natureasia.com/en/nindia/article/10.1038/nindia.2010.35
• https://www.academia.edu/1747624/No_Black_Hole_According_To_General_Relativity_Nature_India_

As Abhas Mitra's solution has been supported, We wikipedians should improve the page or create another page on Mitra's pure mathematical proofs and Mitra VS Hawking quagmire — Preceding unsigned comment added by Editor1729 (talk • contribs) 12:09, 7 July 2016 (UTC)

• @Editor1729: Mitra's solution does not appear to be the mainstream thinking on this topic. Not being an expert on physics in any manner, I'm not qualified to evaluate Mitra's work, but that's the point of Wikipedia: we're not supposed to rely on our own evaluation of information, but rather on reliable published sources. It is true that Mitra has published several papers on his own hypotheses regarding black holes, but it is also true that those papers appear to have been largely ignored by the larger scientific community (much to Mitra's consternation, based on some of the published sources). Mitra is a vocal proponent for his own hypotheses and has made several appeals to mass media (reports in Indian Times, etc.), and this present editing effort could be seen as part of that crusade to push his work more to the forefront. I would recommend that we allow Mitra's hypotheses to be presented among the postulated solutions section, but that we not give his hypotheses undue weight since the larger scientific community has chosen not to accept his solution as the last word on the matter. WikiDan61^ChatMe!_ReadMe!! 12:37, 7 July 2016 (UTC)

• (edit conflict) One of the ways to give Mitra's work undue weight is to move his claims to the article lead. As his work is not settled science, it certainly does not belong in the lead. I had moved it out of there to the "Recent development" section. Editor1729 has moved it back to the lead. Not wanting to engage in an edit war, I won't revert this change until we've had a chance to discuss the matter here. WikiDan61^ChatMe!_ReadMe!! 12:58, 7 July 2016 (UTC)

@WikiDan61: Mitra's solution does appear on mainstream on this very topic. It's ill fate of community that his works have been ignored, but you can't ignore Nature citations, those are not local newspaper sources. Being a member of Wiki Project Physics and Physicist, it's my sole duty to echo the mainstream words and second thing, the voice directly against black hole proposal should be adhered with starting sub page alongwith postulated solutions. Thank you. — Preceding unsigned comment added by Editor1729 (talk • contribs)

• @Editor1729: If Mitra's works have been ignored, they are, by definition, not mainstream. That is not to say they are wrong, but I think the fact that the larger scientific community isn't standing up and saying "Oh, of course, how could we have missed that?" points to the their fringe nature. As for the rest of your post about "the voice directly against black hole proposal...", I don't understand what you're trying to say there, so I won't try to respond. WikiDan61^ChatMe!_ReadMe!! 12:58, 7 July 2016 (UTC)

@WikiDan61: Kindly don't do edits if you are a layman to Physics and Tensorial manipulations in Mathematics and General relativity. People like you do waste their time just to support false claims. As per policy, I've added citations and those were supported by master editor. Good Day. — Preceding unsigned comment added by Editor1729 (talk • contribs)

• @Editor1729: I don't have to be a physics expert to know when someone is pushing one particular POV. It is clear to any layman that Mitra's work represents a fringe theory and that his solution is not settled science. Giving this fringe theory undue weight violates Wikipedia guidelines. I will argue for adherence to those guidelines whether or not I have specific subject matter expertise. We are not to take Editor1729 (or any other editor, for that matter) at their word regarding their own subject matter expertise, we are to rely on valid third-party sources, or else we fall into the trap of original research. Since Mitra's views are not supported by a great body of other work, we cannot present them as settled science, but rather as one postulated solution among many. WikiDan61^ChatMe!_ReadMe!! 13:11, 7 July 2016 (UTC)

• @Editor1729 and WikiDan61: FWIW - Thank you for your comments - *entirely* agree with the views presented by User:WikiDan61 above re WP:FRINGE views, as well as WP:NOR - AFAIK - the views of Mitra are not sufficiently settled in the responsible scientific literature at the moment - this may change - for purposes of Wikipedia, settled views may be preferred and noted as such; less settled views, otherwise of course - hope this helps in some way - in any case - Enjoy! :) Drbogdan (talk) 13:38, 7 July 2016 (UTC)

Mitras's views certainly don't belong in the lede: he's been pretty much ignored by mainstream physicists, and with good reason. Every now and then someone shows up at various articles claiming he needs more representation on Wikipedia: I'm not sure if these are really CoI, or just enthusiastic supporters. - Parejkoj (talk) 17:04, 7 July 2016 (UTC)

 Done Moved Mitra's views from the lede. They are adequately represented in the "Postulated solutions" and "Recent develpments" sections. WikiDan61^ChatMe!_ReadMe!! 17:25, 7 July 2016 (UTC)

Any representation of Mitras's views in this article gives them WP:UNDUE weight. His views have elicited literally no formal response from the scientific community. The informal reaction of experts on the subject make clear that this is because his arguments are so fundamentally flawed that they have no merit. As such I have completely removed any reference to his work from this article.TR 19:42, 9 July 2016 (UTC)

This page needs attention, biased editors removing edits

As per recent removal of addition of Abhas Mitra's predicted solution on resolution of BH Information paradox, the statement was flagged that it didn't have valid references. What are more valid references than arxiv papers, nature articles and RAS journals published by Abhas Mitra himself. I think, some wiki editors are personally inclined towards Hawking, but it's Wikipedia not their home! This page needs protection against mischievous edits. AchaksurvisayaUdvejin (talk) 20:34, 11 August 2016 (UTC)

@AchaksurvisayaUdvejin: I think that you'll need citations to other authors, published reliably (as opposed to in the comments section of a blog) indicating that Mitra's hypothesis has found any real traction among the greater scientific community. WikiDan61^ChatMe!_ReadMe!! 23:53, 11 August 2016 (UTC)

Suggestion on root cause of the controversy:

Stated information: "The black hole information paradox is a puzzle resulting from the combination of quantum mechanics and general relativity. Calculations suggest that physical information could permanently disappear in a black hole, allowing many physical states to devolve into the same state. This is controversial because it violates a commonly assumed tenet of science—that in principle the value of a wave function of a physical system at one point in time should determine its value at any other time." <snip> "The combination of the two means that information must always be preserved."

I exist in real time. Can you determine my position at any other point in time, including before I was born? No. The premise itself is false.

I fail to see why anyone is even wasting time on this so-called "paradox." If wiki-folk feel this post is located in an incorrect area, feel free to relocate it.

99.116.70.247 (talk) 22:47, 16 January 2018 (UTC)Silk.

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The attitude in this 'Talk' is disgusting

The way supposedly intelligent people speak to each other and trash their opinions (or sometimes even their questions) on Wikipedia's talk pages are absolutely disgusting. Real physicists, I doubt, would go about calling each other "ignoramuses" purely for having a different or simply incorrect point of view. The sarcasm and hate that a lot of the "authors" on this talk page so openly display is more than enough to make anyone who is curious in the topic SERIOUSLY doubt the legitimacy of the content on here and stay well away from Wikipedia.

People removing each others' posts without discussion with the author (in situations where it is possible) even so much as to just get clarification of their submission is nothing short of despicably childish.

Think what you will about this post, and no, it is not a problem with the content on this page, it's a problem with the way you "authors" tear each other down in a way that really prevents any decent articles without any ambiguity from ever being on Wikipedia. Have you never heard of collaboration?

Also; stating that "you know a lot about science" in order to dismiss someones opinion makes you sound like a self entitled , pretentious idiot, incapable of taking input or even criticism from others. It's because of people like this that people are seriously losing interest in pursuing researching these topics; let alone think they could ask a question on the talk page without being torn apart.

You should all be ashamed of yourselves.

^^for those who are overtly touchy and are reaching for their keyboards to type "i'm not like that because....". Whatever. You know who I am referring to. If it doesn't apply to you, don't try to make it so. — Preceding unsigned comment added by 87.83.120.162 (talk • contribs) 15:30, 7 August 2015‎

Honestly, I agree. The talk page was not made for people to share their opinions, just tips on how to create a better page. But, some physicists are more "protective" about their work. It just makes them look like they came here for an argument. ShaneFosterphysics (talk) 16:37, 18 August 2020 (UTC)

Energy & Information Conservation Laws

"Energy can neither be created or destroyed, only transformed/transferred in an isolated system". - conservation of energy

"Information can be created but not destroyed, only transferred/transformed in an isolated system." - conservation of information from quantum mechanics 2601:589:4801:5660:E8CC:F2F6:C703:980C (talk) 05:31, 12 June 2021 (UTC)

Information cannot be destroyed?

I know that relativity and black holes and quantum mechanics predict things that are completely counter-intuitive. But let's take this statement in its simplest way. Let's say I make a major discovery. But then I die immediately afterwards, having had no chance to share my discovery, my information. Or, alternatively, let's say I discovered something and wrote it down but then burnt my notes and NEVER mentioned anything I discovered to anyone else. So, exactly, how can information NOT be destroyed? Sure, in a philosophical sense, the information was there "always". But I don't think the statement here meant that interpretation. 68.200.239.84 (talk) 00:21, 19 July 2008 (UTC)

Read the excellent explanation by Jheald above. Dauto (talk) 02:05, 3 February 2009 (UTC)

If you discover something, it means it existed before your discovery. It was there, but you just didn't know about it. So if you never mention your discovery and you die, no information is lost: what you discovered is still out there, waiting to be discovered by someone else. But what does this has to do with the article? Cogiati (talk) 08:16, 27 July 2011 (UTC)

What about a musician's jazz solos? If they're not recorded, what happens to that information? The jazz musicians rarely remember exactly what they improvised - it won't be played in its exact form again. There are countless examples of varying information in Nature. Does GOD the Universe as omniscient quantum supercomputer remember it?! 2601:589:4801:5660:E8CC:F2F6:C703:980C (talk) 05:37, 12 June 2021 (UTC)

create page: many-worlds information scattering (ask Sean M. Carroll but give him a day to reply properly)

Mention the many-world/Everettianism on the information loss...

When you burn a book, it's information is SCATTERED (the information of our own past universe state) in many worlds / it is Everettianly scattered (it's called: Everettian information scattering /many-worlds information scattering).

NO SUBSTANTIAL BEING IS ALLOWED TO ACCESS THE EVERETTIAN MULTIVERSE!

The information would have been retrievable if one could have access to the Everettian multiverse / many-world multiverse / Everett's multiverse (Everettianism has to be mentioned because some multiverses have nothing to do with the many-world theory)

THE EXACT SAME happens to an evaporating black hole.

(UNITARITY IS IN THE MANY-WORLD MULTIVERSE [in some theories... //// in others each different world maintains separate unitarity and in other theories the probabilistic unitarity is completed in an infinite series of worlds and superordinate brane layering... [thus in that case unitarity is a tendency never practically achieved... but it remains a natural tendency... nature tends to achieve it]... many theories exist]) — Preceding unsigned comment added by 2A02:2149:8412:E300:695B:F6B1:352E:EC23 (talk) 02:28, 9 October 2021 (UTC)

Technical details

I find that the article, in its current form, references a number of popular articles (Nytimes, Quanta) but contains few technical details and does not contain references to key scientific articles that would help a reader learn more about the subject. Until recently, it did not cite Hawking's main paper on the subject. (Note the relevant paper for the paradox is not "particle creation by black holes" which provdes the calculation of Hawking radiation but "breakdown of predictability ...") I have now added this reference to the lede. Over the next few days, I propose to improve this article by adding additional details. I plan to use two state of the art reviews that have recently been published in the two main leading physics review journals. (Physics Reports and RMP)

1) "Lessons from the information Paradox", Physics Reports, https://www.sciencedirect.com/science/article/abs/pii/S0370157321003720 2) "The Entropy of Hawking Radiation", Reviews of Modern Physics, https://journals.aps.org/rmp/abstract/10.1103/RevModPhys.93.035002

In my opinion, the article focuses too much on the "bet" and "debates" between individual scientists. Of course, this is notable since it received popular media coverage. But is in the nature of academic trivia. I propose separating some of this discussion from the central encyclopedic treatment of the paradox and putting it in a separate subsection. Jacob2718 (talk) 10:16, 1 January 2022 (UTC)

loss of unitarity?

The article currently attributes a "resolution" to Penrose suggesting a loss of unitarity. This paragraph is not written clearly, and I am doubtful about whether it should remain in the article at all. But in any case, I am moving it to the set of proposed resolutions. If someone understands this better, please improve the text. Jacob2718 (talk) 11:53, 3 January 2022 (UTC)

Recent developments

The paper by Calmet et al. received a lot of coverage in the media. I earlier inserted a reference to the paper myself. This has now been modified by an IP-editor to make a rather strong claim. However, it has now become clear that the papers are not taken seriously by experts. Some experts have publicly pointed out that the papers have not yet received any citations at all.

The relevant wikipedia guidelines are at https://en.wikipedia.org/wiki/Wikipedia:Identifying_reliable_sources_(science)

The guidelines explicitly warn against relying on the popular media and point out "If a primary source is cited by few or no reliable sources outside the originating lab, the primary source may be removed as not reporting an important result." Moreover, even when referring to results published in a peer-reviewed journal, the guidelines state that "Exceptional or surprising claims should not be presented as authoritative ... until such exceptional claims are replicated or widely cited."

The other developments cited in the section are all widely cited and meet the test above. But this one does not meet the test due to the absence of any secondary scientific literature.

So I propose moving the discussion of this paper to the section on "popular media". If someone would like to restore it in "recent developments", please provide reliable secondary sources from the scientific literature that attest to the importance of this paper. Jacob2718 (talk) 03:13, 4 April 2022 (UTC)

Eh, let's just remove it completely. Encyclopedia articles about scientific subjects should be based on the scientific literature, not the detritus that tumbles down the comprehension gradient known as pop science. No peer-reviewed secondary sources = nothing for us to say, really. XOR'easter (talk) 20:50, 7 April 2022 (UTC)

@Jacob2718, I propose removing the material about the Calmet, et al. paper since the only scholarly reference is to a primary source, the original article. When Wikipedia was young people tried to add every new idea to science articles (whether produced by a scientist or layperson). That did not work out well. Now we ask that science articles be primarily based on secondary scholarly sources, such as text books, review articles, or introductory sections of articles that review the literature, so that we cover topics that have been evaluated by the scientific community. As an encylopedia, unlike Physics Review Letters, we aren't the place to cover something brand new. It also isn't fair to pick out this particular paper and critical comments about it in the Popular culture section. Many papers get picked up by the media in this way in all fields since universities love to put out press releases. The University of Sussex press release and the Michigan State University press release started the publicity off on this one. The comments from scientists in those articles are not the same as using peer-reviewed sources. StarryGrandma (talk) 22:42, 7 April 2022 (UTC)

Well put. I've removed that paragraph. XOR'easter (talk) 23:30, 7 April 2022 (UTC)

sounds good. Thank you Jacob2718 (talk) 17:31, 8 April 2022 (UTC)