Re: Entropy and curved spacetime

2014-03-26 Thread John Clark
Jesse Mazer laserma...@gmail.com wrote:

 For 2 things to be in the same macrostate small changes to the microstate
 must make no difference the way the things behave at the largest scale


First you say Macrostates are defined only in terms of a set of *present*
microstates and then you give a quote (which as usual you have absolutely
no understanding of but could nevertheless still find by searching with
Google with a few simple keywords) that said  Standard references define
macrostates either as sets of microstates, i.e. subsets of phase space,
with given values of a small number of macroscopic observables.

Well, all game of life patterns that contain 36 live cells is a subset, and
36 is a small number, and one element in that set will grow to infinity and
the others will not, and the process of growing to infinity is certainly
macroscopic and observable. So I repeat my question, do you really want to
say that only the number of live cells is important not their position, so
all 36 cell Game of Life patterns have the same macrostate?


  the definition of a macrostate says nothing whatsoever about *future*
 behavior.


If so then the entire concept of macrostate would be a pretty damn useless
idea.


  it would remain true that  if X is proportional to the logarithm of the
 number of microstates in a system then according to the laws of logarithms
 X MUST also be proportional to the logarithm of the number of ways the
 system could have been produced.


  Not if it's non-reversible, no.


YES! In non-reversible physics like the Game of Life 2,3, 4 or k different
patterns could have produced the pattern you're looking at now. So however
you wish to define microstate if X is proportional to the logarithm of
the number of microstates in that pattern then it is also proportional to k
times the logarithm of the number of microstates in that pattern because k
is a constant. So if X is proportional to the logarithm of the number of
microstates in a system then according to the laws of logarithms X MUST
also be proportional to the logarithm of the number of ways the system
could have been produced.


  The finite game of life example, with macrostates defined in terms of
 the ratio of dead to live cells,


Nobody knows if our universe is a cellular automation or not but it's
pretty clear it's not a finite cellular automation. And even if it were why
is that definition more useful that others? Why is the number of cells more
important that the position of those cells? Remember, one 36 cell pattern
produced infinity, the others do not.


  But macrostate does not mean the same at the largest scale even
 though small changes have been made, that's a definition you just made up
 that has little to do with how physicists define it.


BULLSHIT!


  If you don't believe me that the basic definition of what constitutes a
 valid macrostate in statistical mechanics can be any choice of
 macroscopic   observable regardless of considerations like whether
 knowledge of the observable allows you to predict future behavior, see for
 example

http://arxiv.org/pdf/cond-mat/0303625v1.pdf which says:


I'll tell you exactly what it says, it says:

The set of macrostates forms the unique maximal partition of phasespace
which
 1) is consistent with our observations (a subjective fact about our
ability to observe the system) and
 2) obeys a Markov process

And a system obeys a Markov process if it is non-reversible and you can
make PREDICTIONS  about the FUTURE state of the system based only on the
present state of the system.  It also says Macrostates arrived at in this
way are provably optimal statistical predictors of the future values of our
observables. So wave goodbye to your previous ideas about macrostates.

And that my dear Jesse is the problem in giving lengthy quotes found by
Googling keywords that you have no understanding of.


  the definition of Boltzmann entropy in terms of the log of the number of
 microstates associated with a macrostate does not say that the parameter
 that determine the macrostate must be a useful


Oh for christ sake! A scientist has an idea, he writes a paper about this
idea, but if he doesn't specifically say I think this idea is worth a
damn therefore we must conclude he doesn't think his idea is worth a damn.


  you agree it's possible to have an observer that moves inertially from
 top to bottom of the accelerating elevator in deep space, with no external
 forces from the elevator or anything else acting on him as he travels?


Yes.


  we've been over this before, there is no contradiction everybody
 agrees. You would say that a triangle formed by your lasers contained
 exactly 180 degrees and your friend in the accelerating elevator looking at
 your triangle would agree with you, it has 180 degrees.


  But in the coordinate system of the accelerated observer moving with the
 elevator the paths of the lasers wouldn't even be straight lines


Yes, and elevator man's  triangle wouldn't 

Re: Entropy and curved spacetime

2014-03-24 Thread John Clark
On Sat, Mar 22, 2014 at 6:41 PM, Jesse Mazer laserma...@gmail.com wrote:

 So, you admit you were wrong to object to my statement even with
 reversible laws there is more than one way to get into a given MACROstate?


No, sometimes that would be true but because of chaos it wouldn't always
be. For 2 things to be in the same macrostate small changes to the
microstate must make no difference the way the things behave at the largest
scale, but some systems are inherently chaotic and any change at all in
them can cause a huge macro change in behavior. Some things like a box full
of gas have almost no chaos and that's why the equations of thermodynamics
work. Some systems like planetary motion have only a modest amount of
chaos, and some systems like global weather patterns have lots and lots of
chaos.

 A microstate can be used to refer to the exact physical state of any
 system, so even if the most exact possible description of a black hole told
 you nothing but its mass, charge and angular momentum, you could still call
 that a microstate.


Or you could call it a macrostate. If physics is not unitary (and it almost
certainly is unitary) and a Black Hole really can be completely described
by just 3 numbers (2 really because the charge is almost always zero) then
the entire macrostate\microstate distinction starts to break down.


  It is true that if physics is non-unitary then black hole entropy could
 not be defined in terms of its microstates, but that's what I already said,
 that in this case there would be two different types of entropy, one for
 black holes and one for everything else.


But it would remain true that  if X is proportional to the logarithm of the
number of microstates in a system then according to the laws of logarithms
X MUST also be proportional to the logarithm of the number of ways the
system could have been produced.


 The  physical laws in the Game of Life are not unitary, so a large block
 of dead cells would be equivalent to a Black Hole in our universe if the
 laws of physics were not unitary. In both cases it would be gibberish to
 talk about the microstates of a block of dead cells or of a Black Hole
 because they would have none, they would only have a macrostate.


  Why would it be gibberish? The microstate would have the same meaning
 for a block of dead cells as it would for a block with a mix of live and
 dead cells,


Now that I think about it in a block that has a mixture of live and dead
cells in the Game of Life I know what a microstate would mean but I'm not
quite sure what a macrostate would mean. It's supposed to mean behaving the
same at the largest scale even though small changes have been made, but
very small changes can dramatically effect a pattern's macro behavior, some
patterns die completely and will fade away to nothing, some will start to
oscillate and never die, and some finite patterns will generate a infinite
(not just very large but infinite) number of additional live cells.


  if macrostates are defined in terms of the ratio of live to dead cells
 [...]


I think that would be such a crude measure as to be useless. The smallest
known Game of Life pattern that is capable of infinite growth has only 36
live cells, but kill just one of those 36 cells or move just one of the
cells one space to the right (or left or up or down) and the pattern no
longer has that capability to produce infinity. The difference between
finite and infinite is about as macro as you can get, so do you really want
to say any 36 cell pattern has the same macrostate?


   Of course I agree the physics in our universe is almost certainly
 unitary, but this whole debate about entropy got started when you suggested
 the second law of thermodynamics was possible to deduce from logic alone,


Yes, even if we knew none of the fundamental laws of physics from logic
alone we could deduce that there are more disordered states than ordered
ones, if in addition we assume that in the distant past the universe was in
a much more ordered state (please note this doesn't necessarily mean more
complex) than it is now you could then deduce that something very much like
the second law of thermodynamics must exist. This is unlike the first law
of thermodynamics, we believe in that not because the contrary to it is
illogical but simply because we've never observed it being violated and
using induction we infer that we never will.


   you've got it backwards. If the fundamental laws of physics were
 non-reversible then it would be easy to see how time could have a preferred
 direction and easy to understand why the second law of thermodynamics is
 true.


  It would be easy to see why time would have a preferred direction but
 this wouldn't necessarily be the direction of increasing entropy,


Huh? I don't know what you can say about time's dimension except that
entropy increases and the universe expands when you move along it in one
direction and entropy decreases and the universe contracts when 

Re: Entropy and curved spacetime

2014-03-22 Thread Bruno Marchal


On 21 Mar 2014, at 22:30, Jesse Mazer wrote:




On Fri, Mar 21, 2014 at 5:15 PM, Bruno Marchal marc...@ulb.ac.be  
wrote:


On 21 Mar 2014, at 20:17, Jesse Mazer wrote:




On Fri, Mar 21, 2014 at 3:00 PM, John Clark johnkcl...@gmail.com  
wrote:

On 18 Mar 2014, at 22:33, LizR wrote:

 Am I right in assuming that in a quantum mechanical universe you  
can trace the history backwards?


Absolutely not because in Quantum mechanics 2 very different states  
can evolve into the exact same state.


Not if you're just talking about the evolution of the quantum state  
vector according to the Schroedinger equation, which is totally  
deterministic.


Deterministic is compatible with the fact that 2 very different  
states can evolve into the exact same state, making it non reversible.


But the solution of the SWE are more than deterministic, they are  
reversible. In QM (without collapse) 2 different states evolves into  
two different states.


True. I spoke too quickly, I guess my mind jumped to determinism  
rather than reversibility (which is a type of reverse determinism)  
because I figured John was thinking of quantum randomness, which  
only enters in QM if you adopt the postulate of a random collapse  
on measurement.




But John was correct in thinking that determinism does not entail  
reversibility. He gave the example of the game of life. But most  
arithmetical operations are like that too.   2+3 gives 5, but from 5  
you can't necessarily retrieve 2+3, it might be 1+ 4 or 101 - 96.


I agree with what you say, but I was actually the one who brought up  
the Game of Life in the discussion with John, because I was using it  
to make the point that the second law of thermodynamics is more than  
a tautology, that it actually depends on some specific properties of  
the laws of physics such as satisfying Liouville's theorem. With the  
appropriate choice of macrostates (namely, defining a macrostate by  
the ratio of live to dead cells), in the Game of Life the odds can  
favor a higher-entropy state evolving to a lower-entropy one (since  
if you start with a random 50:50 mix of live and dead cells, after  
enough time you are likely to end up in a state where most or all  
the cells are dead).


OK. We agree. Thanks for the clarifications.

Bruno




Jesse

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Re: Entropy and curved spacetime

2014-03-22 Thread LizR
One thing about the Game of Life - in the real world it *is* in fact
reversible, assuming physics is. Only the ideal, abstract, Platonic GOL
isn't.

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Re: Entropy and curved spacetime

2014-03-22 Thread John Clark
On Thu, Mar 20, 2014 at 6:00 PM, Jesse Mazer laserma...@gmail.com wrote:

Chaos theory tells us that even in classical physics a change in a micro
 state can soon lead to a change in the macro state. And if it's a
 reversible theory then there are NOT 2 different states of the universe
 that could have produced things as they are now.


  Are you claiming that if the underlying micro-physics is reversible,
 then it's impossible for there to be two different past states that would
 lead to the present MACROstate?


Then 2 different states of the universe could still lead to the PRESENT
macrostate, but depending on if the system is chaos sensitive  or not (not
everything is, a cylinder of gas isn't)  it might not lead to the
macrostate after next.

 The fact remains that if  Entropy is proportional to the logarithm of
 the number of microstates something can be in and still have the same
 macrostate then it's also proportional  to the logarithm of the number of
 ways the thing could have been produced and still have the same macrostate.


 Only if physics is unitary, which is an open question in black hole
 physics.


Then Entropy is NOT proportional to the logarithm of the number of
microstates something can be in and still have the same macrostate because
a Black Hole would have no microstates.


   Bekenstein DERIVED that the entropy of a Black Hole was proportional
 to it's 2D surface area, to just define it that way without any arguments
 showing how it was consistent with physics previous use of the word
 entropy would have been imbecilic,  and Jacob Bekenstein is not an
 imbecile.


  As I already explained, what he showed was that IF you define black
 hole entropy by the specific equation he gave, and IF black holes also
 have a specific temperature defined by another equation,  then the known
 laws of classical thermodynamics will be preserved in the presence of black
 holes.


And that is just another way of saying Bekenstein DERIVED that the entropy
of a Black Hole was proportional to it's 2D surface area.

 But this is not the same as deriving either of these things,


Why the hell not? I suspect you're insisting on this not because you have a
strong opinion on the matter but simply because you've developed a reflex
to contradict anything I say. If I say white you must say black.

https://www.youtube.com/watch?v=kQFKtI6gn9Y

 Regardless of what English word you call it  if  X is proportional to
 the logarithm of the number of microstates something can be in and still
 have the same macrostate then X is also proportional  to the logarithm of
 the number of ways the thing could have been produced and still have the
 same macrostate.


  Only if physics is unitary


No such qualification is necessary because if physics is not unitary then X
is NOT proportional to the logarithm of the number of microstates something
can be in because if that something is a Black Hole then it has no
microstates. And today almost all physicists think physics is unitary, even
Stephen Hawking now thinks so and he was among the last holdouts.

 Do you deny that the number of microstates something can presently be in
 could be different from the number of past microstates that could have led
 to the present macrostate


I never denied that. if the very concept of microstates is still meaningful
(that is to say if physics is unitary)  then I can't say it better than
what I said on   March 18:

I'm saying that in classical physics a state can produce only one future
state, but any given state can have been produced in more than one way,
therefore the number of microstates in a Black Hole must equal to k times
the number of states that made it where k is some constant integer.
Therefore if X is proportional to the logarithm of the number of
microstates in a system then according to the laws of logarithms X MUST
also be proportional to the logarithm of the number of ways the system
could have been produced.

  in the Game of Life on a finite grid


Then it's not the Game of Life. Let's not needlessly complicate things and
stick to the original.

  if you define macrostates in terms of the ratio of black (live) to white
 (dead) cells, then the macrostate with ratio 0:100 has only one PRESENT
 microstate it could be in (since every single cell must be white to have
 that ratio), but lots of past microstates that could have led to it.


The  physical laws in the Game of Life are not unitary, so a large block of
dead cells would be equivalent to a Black Hole in our universe if the laws
of physics were not unitary. In both cases it would be gibberish to talk
about the microstates of a block of dead cells or of a Black Hole because
they would have none, they would only have a macrostate. So if you want to
talk about Entropy you can only talk about the ways something could get
made; however you should keep in mind that unlike the Game of Live the
physics in our universe is almost certainly unitary.

 Remember, this whole debate 

Re: Entropy and curved spacetime

2014-03-22 Thread meekerdb

On 3/22/2014 10:52 AM, John Clark wrote:
I'm saying that in classical physics a state can produce only one future state, but any 
given state can have been produced in more than one way, 


This is only true if you equivocate on state.  If state means microstate of a closed 
system (in either classical or quantum physics without collapse) then a state can produce 
only one future state. So the first clause would be true.  And since the evolution 
equations are reversible it can come from only one prior state.  For the second clause 
above to be true, state must be interpreted as a macrostate.  But for a macrostate, the 
first clause is false since a macrostate can evolve into different future states, even 
different macrostates (c.f. Poincare return).


Brent

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Re: Entropy and curved spacetime

2014-03-21 Thread John Clark
On 18 Mar 2014, at 22:33, LizR wrote:

 Am I right in assuming that in a quantum mechanical universe you can
 trace the history backwards?


Absolutely not because in Quantum mechanics 2 very different states can
evolve into the exact same state.

  John K Clark

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Re: Entropy and curved spacetime

2014-03-21 Thread Jesse Mazer
On Fri, Mar 21, 2014 at 3:00 PM, John Clark johnkcl...@gmail.com wrote:

 On 18 Mar 2014, at 22:33, LizR wrote:

  Am I right in assuming that in a quantum mechanical universe you can
 trace the history backwards?


 Absolutely not because in Quantum mechanics 2 very different states can
 evolve into the exact same state.


Not if you're just talking about the evolution of the quantum state vector
according to the Schroedinger equation, which is totally deterministic. As
I said to Liz, non-reversibility only appears if you assume the collapse
of the wavefunction to a new quantum state on measurement is a real
physical phenomenon distinct from normal wavefunction evolution, rather
than an approximate description of something that happens due to
decoherence (as would be true in the many-worlds interpretation where the
universal state vector is all there is, and also in Bohm's hidden variables
interpretation which is deterministic at all stages).

Jesse

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Re: Entropy and curved spacetime

2014-03-21 Thread Bruno Marchal


On 21 Mar 2014, at 20:17, Jesse Mazer wrote:




On Fri, Mar 21, 2014 at 3:00 PM, John Clark johnkcl...@gmail.com  
wrote:

On 18 Mar 2014, at 22:33, LizR wrote:

 Am I right in assuming that in a quantum mechanical universe you  
can trace the history backwards?


Absolutely not because in Quantum mechanics 2 very different states  
can evolve into the exact same state.


Not if you're just talking about the evolution of the quantum state  
vector according to the Schroedinger equation, which is totally  
deterministic.


Deterministic is compatible with the fact that 2 very different states  
can evolve into the exact same state, making it non reversible.


But the solution of the SWE are more than deterministic, they are  
reversible. In QM (without collapse) 2 different states evolves into  
two different states.


But John was correct in thinking that determinism does not entail  
reversibility. He gave the example of the game of life. But most  
arithmetical operations are like that too.   2+3 gives 5, but from 5  
you can't necessarily retrieve 2+3, it might be 1+ 4 or 101 - 96.


With the combinators, the reduction (Kxy -- x) is deterministic, but  
not reversible, as KKS and KK(K K) will both gives K, and eliminates S  
and (K K) respectively. You can still build universal combinator base  
(set of combinators) which will make computation reversible. We can  
simulate elimination of information with process which don't eliminate  
information (the basic idea consist to put the information in some  
trash, and never empty the trash.


I am rather confident that the comp+theaetetus core physical laws  
will be deterministic and reversible (fro formal reasons related to  
the material views).


Bruno



As I said to Liz, non-reversibility only appears if you assume the  
collapse of the wavefunction to a new quantum state on measurement  
is a real physical phenomenon distinct from normal wavefunction  
evolution, rather than an approximate description of something that  
happens due to decoherence (as would be true in the many-worlds  
interpretation where the universal state vector is all there is, and  
also in Bohm's hidden variables interpretation which is  
deterministic at all stages).


Jesse


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Re: Entropy and curved spacetime

2014-03-21 Thread Jesse Mazer
On Fri, Mar 21, 2014 at 5:15 PM, Bruno Marchal marc...@ulb.ac.be wrote:


 On 21 Mar 2014, at 20:17, Jesse Mazer wrote:



 On Fri, Mar 21, 2014 at 3:00 PM, John Clark johnkcl...@gmail.com wrote:

 On 18 Mar 2014, at 22:33, LizR wrote:

   Am I right in assuming that in a quantum mechanical universe you can
 trace the history backwards?


 Absolutely not because in Quantum mechanics 2 very different states can
 evolve into the exact same state.


 Not if you're just talking about the evolution of the quantum state vector
 according to the Schroedinger equation, which is totally deterministic.


 Deterministic is compatible with the fact that 2 very different states can
 evolve into the exact same state, making it non reversible.

 But the solution of the SWE are more than deterministic, they are
 reversible. In QM (without collapse) 2 different states evolves into two
 different states.


True. I spoke too quickly, I guess my mind jumped to determinism rather
than reversibility (which is a type of reverse determinism) because I
figured John was thinking of quantum randomness, which only enters in QM if
you adopt the postulate of a random collapse on measurement.



 But John was correct in thinking that determinism does not entail
 reversibility. He gave the example of the game of life. But most
 arithmetical operations are like that too.   2+3 gives 5, but from 5 you
 can't necessarily retrieve 2+3, it might be 1+ 4 or 101 - 96.


I agree with what you say, but I was actually the one who brought up the
Game of Life in the discussion with John, because I was using it to make
the point that the second law of thermodynamics is more than a tautology,
that it actually depends on some specific properties of the laws of physics
such as satisfying Liouville's theorem. With the appropriate choice of
macrostates (namely, defining a macrostate by the ratio of live to dead
cells), in the Game of Life the odds can favor a higher-entropy state
evolving to a lower-entropy one (since if you start with a random 50:50 mix
of live and dead cells, after enough time you are likely to end up in a
state where most or all the cells are dead).

Jesse

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Re: Entropy and curved spacetime

2014-03-21 Thread Bruno Marchal


On 21 Mar 2014, at 20:00, John Clark wrote:


On 18 Mar 2014, at 22:33, LizR wrote:

 Am I right in assuming that in a quantum mechanical universe you  
can trace the history backwards?


Absolutely not because in Quantum mechanics 2 very different states  
can evolve into the exact same state.


You still confuse the 1-view and the 3-view, but in the QM context.

The wave equation is deterministic *and* reversible. So what you say  
is false in the 3p picture.


But it is correct in the 1p picture, where each subject is unaware of  
its counterpart realities, and believe some collapse occurred.

But they are just ignorant, at least in the Everett view.

Bruno





  John K Clark


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Re: Entropy and curved spacetime

2014-03-20 Thread John Clark
Jesse Mazer laserma...@gmail.com Wrote:


  you made a sweeping statement that If there are 2 different states of
 the universe that could have produced things as they are now then the laws
 of physics are not reversible.


Yes I said that and is one of the most non-controversial things I ever said.


  This would be true if [...]


There is no if about it!  What I said was a tautology and like all
tautologies it has the virtue of always being true.


  things as they are now referred exclusively to the MICROstate, but if
 it referred to the MACROstate it would be wrong, since classical
 statistical mechanics is definitely a reversible theory,


Chaos theory tells us that even in classical physics a change in a micro
state can soon lead to a change in the macro state. And if it's a
reversible theory then there are NOT 2 different states of the universe
that could have produced things as they are now.


  I am saying that Kip Thorn, one of the world's best physicists, wrote
 on page 446 of his book  A Black Hole's entropy is the logarithm of the
 number of ways that the hole could have been made.


  He didn't say that was a new DEFINITION of entropy though


Who gives a damn if it's a definition or a popsicle? And what's with the
all capital letters? It's almost as if you think the word is especially
relevant to the question at hand.  The fact remains that if  Entropy is
proportional to the logarithm of the number of microstates something can be
in and still have the same macrostate then it's also proportional  to the
logarithm of the number of ways the thing could have been produced and
still have the same macrostate.


  I already linked in my last post to another book by Kip Thorne where he
 [...]


In one of your typical posts you provide about 6.02 * 10^23 links, but you
never give any indication that you understand one word in them.  As a
example see below:


   the entropy of a black hole, which had already been DEFINED to be the
 surface area times a specific constant factor based on arguments from black
 hole thermodynamics


MEGA-BULLSHIT!!! Bekenstein DERIVED that the entropy of a Black Hole was
proportional to it's 2D surface area, to just define it that way without
any arguments showing how it was consistent with physics previous use of
the word entropy would have been imbecilic,  and Jacob Bekenstein is not
an imbecile.


  If physicists were actually proposing a change in the basic statistical
 mechanics definition of entropy as a result of the theoretical study of
 black holes then one would expect modern statistical mechanics textbooks
 would reflect this re-definition,


WHY?? How would it change anything about how we imagine the world works?
Regardless of what English word you call it  if  X is proportional to the
logarithm of the number of microstates something can be in and still have
the same macrostate then X is also proportional  to the logarithm of the
number of ways the thing could have been produced and still have the same
macrostate.  AND if X is proportional  to the logarithm of the number of
ways the thing could have been produced and still have the same macrostate
then X is also proportional to the logarithm of the number of microstates
something can be in and still have the same macrostate.


  And I'm saying that in classical physics a state can produce only one
 future state, but any given state can have been produced in more than one
 way


  Many models in classical physics are reversible,


Some deterministic laws are reversible and some, like the deterministic
laws of the Game of Life, are not reversible.  But even if the laws of
physics were 100% reversible that wouldn't necessarily mean that a given
system was symmetrical with regard to time; even the second law of
thermodynamics by itself is not enough to explain the arrow of time. It's
true that there are vastly more high entropy states than low ones so it's
overwhelmingly likely that tomorrow entropy will be higher than it was
today, but by using the very same reversible logic and reversible physical
laws we could also conclude that entropy was almost certainly higher
yesterday than it was today, but that is clearly not the case. So if
time's preferred direction doesn't come from physical law it must come from
the initial conditions, and we need to add a past hypothesis, namely that
in the distant past for some reason entropy was much lower than it is
today. We call that distant past event The Big Bang.


  why in hell do you say Entropy is proportional to the logarithm of the
 number of microstates something can be in and still have the same
 macrostate,  but it is not proportional  to the logarithm of the number of
 ways the thing could have been produced?


  Because it's logically possible to have laws where, unlike in unitary
 QM, it's NOT true that two notions are equivalent--this would be true if
 information is genuinely lost when a black hole swallows up matter and
 later evaporates.


If Physics is not 

Re: Entropy and curved spacetime

2014-03-20 Thread meekerdb

On 3/20/2014 9:10 AM, John Clark wrote:
The fact remains that if  Entropy is proportional to the logarithm of the number of 
microstates something can be in and still have the same macrostate then it's also 
proportional  to the logarithm of the number of ways the thing could have been produced 
and still have the same macrostate.


That doesn't follow. It's true only if it's a closed system so that there can't be two 
different ways to reach the same microstate.  But in general, systems, such as a black 
hole, can be put in the same microstate in more than one way because they are not closed 
and the unitary (reversible) evolution applies only to the system plus environment.


Brent

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Re: Entropy and curved spacetime

2014-03-20 Thread meekerdb

On 3/20/2014 9:10 AM, John Clark wrote:
WHY?? How would it change anything about how we imagine the world works? Regardless of 
what English word you call it  if  X is proportional to the logarithm of the number of 
microstates something can be in and still have the same macrostate then X is also 
proportional  to the logarithm of the number of ways the thing could have been produced 
and still have the same macrostate.  AND if X is proportional  to the logarithm of the 
number of ways the thing could have been produced and still have the same macrostate 
then X is also proportional to the logarithm of the number of microstates something can 
be in and still have the same macrostate.

  ...



 why in hell do you say Entropy is proportional to the logarithm of 
the number
of microstates something can be in and still have the same macrostate,  
but it
is not proportional to the logarithm of the number of ways the thing 
could have
been produced?


 Because it's logically possible to have laws where, unlike in unitary QM, 
it's NOT
true that two notions are equivalent--this would be true if information is 
genuinely
lost when a black hole swallows up matter and later evaporates.


If Physics is not unitary then the old definition of Entropy becomes meaningless with 
regard to Black Holes because it would contain no microstates you could take a logarithm 
of, but it would still be true that the Entropy of a Black Hole is proportional to the 
logarithm of the ways it could have been formed.


Among the ways a black hole could be formed are the different order in which things fall 
in.  As an object falls in it will in theory cause a temporary disturbance of the black 
hole which is damped out by gravitational radiation (plus EM if it's charged) so the BH 
returns to the macrostate defined by mass, charge, and angular momentum.  But the BH 
doesn't retain the information about when this happened.  That information is in the 
radiation.  So although the overall physics is reversible it doesn't follow that the BH 
contains all the information necessary for the reversal.


Brent

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Re: Entropy and curved spacetime

2014-03-20 Thread LizR
On 21 March 2014 05:10, John Clark johnkcl...@gmail.com wrote:

 Jesse Mazer laserma...@gmail.com Wrote:


  you made a sweeping statement that If there are 2 different states of
 the universe that could have produced things as they are now then the laws
 of physics are not reversible.


 Yes I said that and is one of the most non-controversial things I ever
 said.


  This would be true if [...]


 There is no if about it!  What I said was a tautology and like all
 tautologies it has the virtue of always being true.


Sorry, but I disagree about it being both true and a tautology. The
statement is only true if the laws of physics working in reverse can't
produce *both* the states that could have produced the current state. In
the MWI that isn't so, however - the universe branches into all states that
can result from the current state, and does so in both time directions, as
far as I know (looked at in the normal time direction, a universe branching
into the past is equivalent to different branches merging once they become
indistinguishable at the quantum level).

Quantum alogorithms like Shor's wouldn't work unless this was so, at least
that's my understanding of it?

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Re: Entropy and curved spacetime

2014-03-19 Thread Bruno Marchal


On 18 Mar 2014, at 16:14, John Clark wrote:

And I'm the one who is supposed to be confused??? There is not one  
drop of Quantum Mechanics or probability in the Game of Life, it is  
100% classical mechanics,  and yet there CAN be 2 or more ways to  
get to a given macrostate. It's 100% deterministic so if I show you  
a Game of Life pattern you can calculate what  it's future evolution  
will be (there doesn't seem to be anything analogous to chaos in the  
Game)  but you can't figure out it's history was, or at least not a  
unique history.


Unless the game of life is emulated by a reversible universal machine,  
in which case by reversing that reversible machine, you will find back  
the game of life pattern you started with. And the physical evidences  
are that the core physical laws are reversible (with both empirical  
and comp evidences).


Bruno




http://iridia.ulb.ac.be/~marchal/



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Re: Entropy and curved spacetime

2014-03-19 Thread Bruno Marchal


On 18 Mar 2014, at 22:33, LizR wrote:

Am I right in assuming that in a quantum mechanical universe you can  
trace the history backwards?


In God's eye only. Not from inside the universe, especially that from  
inside, you will find your self belonging to some special term of the  
universal wave. Theoretically, you might be able to bactrack, from  
inside, but only through strong 1p quantum amnesia.


Bruno



http://iridia.ulb.ac.be/~marchal/



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Re: Entropy and curved spacetime

2014-03-19 Thread Bruno Marchal


On 19 Mar 2014, at 01:57, meekerdb wrote:


On 3/18/2014 5:07 PM, LizR wrote:

On 19 March 2014 12:47, meekerdb meeke...@verizon.net wrote:
But in general that would mean knowing the state of everything the  
system had interacted with in the past, since it is now entangled  
with them.  So even if you suppose there is no collapse of the  
wavefunction, decoherence has the same effect.


I was only asking about the theoretical possibility, given  
unrealistically perfect information about the state of the system.


The universe (assuming unitary QM) is reversible.  In fact from the  
standpoint of QM there is no arrow of time - it's deterministic,  
just like Laplace's universe.  So, as always, when the word  
possibility is used there has to be some context.  To *calculate*  
a history of the universe from it's present state would require  
knowing its *complete* present state, including your mental state.   
Is that theoretically possible?  I think it involves a paradox of  
self-reference.


You are almost right. We might be able to know the complete present  
state, but not the complete history leading that present. You can  
build a completely self-referential machine capable to describe its  
entire present state, but not its entire trace. You can go very near  
that goal, and write a program capable of giving, not its complete  
trace, but capable of giving a program, which when run, will give the  
entire trace of the first problem.
It is like in arithmetic, we can't define V = arithmetical truth (the  
set of Gödel numbers of all true sentences), but arithmetical can  
defined the singleton {V}.
With comp, God has no name, but the singleton {God} might have a name.  
It is counter-intuitive, and I have still some problem to figure out  
how this is proved, but a proof is available in the Boolos and Jeffrey  
book.






To put it another way, in the Game of Life, even with perfect  
information, you can't trace the state of the system backwards  
because it loses information. So even the laws of physics couldn't  
work backwards in a universe based on the GOL. QM, I'm informed,  
doesn't lose information, so (very much in theory) you could work  
backwards - or (less in theory) the laws of physics could.


Yes the universe doesn't lose information like the GoL.  But  
relative to any point it loses information across spacetime  
horizons.  So there's no way to gather that information up into a  
calculation unless you have some God's eye view from outside the  
universe, in which case you could see the past anyway.


OK.




There's a couple of nice papers about this by Yasunori Nomura: arXiv: 
1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more  
technical paper.


Nomura is very interesting, and is going into the direction that QM  
belongs to the core physical laws of comp, and that this leads to  
different geographical cosmologies possible. If comp is true, the  
multiverse = the many-worlds = the many comp dreams. It would entail  
that we are very big numbers, which are very deep. The vast majority  
of our computations below our subst level, would be gievn by our  
electronic configurations. Our substitution level might be that low.


Bruno





Brent



I wasn't asking whether I could build a chronoscope and watch the  
past happening on TV.


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Re: Entropy and curved spacetime

2014-03-19 Thread Edgar L. Owen
Brent.

Correct to a point and those networks of entanglement form the basis of my 
theory of how space arises piecewise from quantum events that no one here 
is interested in exploring even though it resolves all quantum paradox and 
shows how to unify QT and GR.

Ah, well, there is always the Sex Pistols to occupy your intellects!
:-)

Edgar



On Tuesday, March 18, 2014 7:47:45 PM UTC-4, Brent wrote:

  But in general that would mean knowing the state of everything the 
 system had interacted with in the past, since it is now entangled with 
 them.  So even if you suppose there is no collapse of the wavefunction, 
 decoherence has the same effect.

 Brent

 On 3/18/2014 2:52 PM, Jesse Mazer wrote:
  
 Yes, if you have the exact present quantum state and you're assuming the 
 normal quantum rules for continuous wavefunction evolution, you can 
 determine the past quantum state. The answer might change if you assume 
 that there's an objective physical reality to the collapse of 
 wavefunction with measurement, distinct from the normal wavefunction 
 evolution rules. 

  Jesse
  

 On Tue, Mar 18, 2014 at 5:33 PM, LizR liz...@gmail.com javascript:wrote:

 Am I right in assuming that in a quantum mechanical universe you can 
 trace the history backwards?

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Re: Entropy and curved spacetime

2014-03-19 Thread Edgar L. Owen
Brent,

If information is not being lost then the amount of information in the 
universe is increasing at a tremendous rate as new events occur, and has 
been since the beginning. So where is all that new information being 
stored? How can ever increasing amounts of information be being stored in 
the SAME amount of matter states?

Presumably you do agree that information can't just float around somehow 
without actually being encoded in actual matter states?

I think I know the answer but would like to hear your take on it first

Edgar



On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:
  
  On 19 March 2014 12:47, meekerdb meek...@verizon.net javascript:wrote:

  But in general that would mean knowing the state of everything the 
 system had interacted with in the past, since it is now entangled with 
 them.  So even if you suppose there is no collapse of the wavefunction, 
 decoherence has the same effect.
  
  
  I was only asking about the theoretical possibility, given 
 unrealistically perfect information about the state of the system. 
  

 The universe (assuming unitary QM) is reversible.  In fact from the 
 standpoint of QM there is no arrow of time - it's deterministic, just like 
 Laplace's universe.  So, as always, when the word possibility is used 
 there has to be some context.  To *calculate* a history of the universe 
 from it's present state would require knowing its *complete* present state, 
 including your mental state.  Is that theoretically possible?  I think it 
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect 
 information, you can't trace the state of the system backwards because it 
 loses information. So even the laws of physics couldn't work backwards in a 
 universe based on the GOL. QM, I'm informed, doesn't lose information, so 
 (very much in theory) you could work backwards - or (less in theory) the 
 laws of physics could.
  

 Yes the universe doesn't lose information like the GoL.  But relative to 
 any point it loses information across spacetime horizons.  So there's no 
 way to gather that information up into a calculation unless you have some 
 God's eye view from outside the universe, in which case you could see the 
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura: 
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more 
 technical paper.

 Brent

   
  I wasn't asking whether I could build a chronoscope and watch the past 
 happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Telmo Menezes
On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edgaro...@att.net wrote:

 Brent,

 If information is not being lost then the amount of information in the
 universe is increasing at a tremendous rate as new events occur, and has
 been since the beginning. So where is all that new information being
 stored? How can ever increasing amounts of information be being stored in
 the SAME amount of matter states?


By an increase in Shannon entropy, up to a point.
This is why you can compress computer files, for example.

Telmo.



 Presumably you do agree that information can't just float around somehow
 without actually being encoded in actual matter states?

 I think I know the answer but would like to hear your take on it first

 Edgar



 On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:

  On 19 March 2014 12:47, meekerdb meek...@verizon.net wrote:

  But in general that would mean knowing the state of everything the
 system had interacted with in the past, since it is now entangled with
 them.  So even if you suppose there is no collapse of the wavefunction,
 decoherence has the same effect.


  I was only asking about the theoretical possibility, given
 unrealistically perfect information about the state of the system.


 The universe (assuming unitary QM) is reversible.  In fact from the
 standpoint of QM there is no arrow of time - it's deterministic, just like
 Laplace's universe.  So, as always, when the word possibility is used
 there has to be some context.  To *calculate* a history of the universe
 from it's present state would require knowing its *complete* present state,
 including your mental state.  Is that theoretically possible?  I think it
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect
 information, you can't trace the state of the system backwards because it
 loses information. So even the laws of physics couldn't work backwards in a
 universe based on the GOL. QM, I'm informed, doesn't lose information, so
 (very much in theory) you could work backwards - or (less in theory) the
 laws of physics could.


 Yes the universe doesn't lose information like the GoL.  But relative to
 any point it loses information across spacetime horizons.  So there's no
 way to gather that information up into a calculation unless you have some
 God's eye view from outside the universe, in which case you could see the
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura:
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more
 technical paper.

 Brent


  I wasn't asking whether I could build a chronoscope and watch the past
 happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Edgar L. Owen
Telmo,

No, compression is totally unable to explain the storage of total 
information in a universe which continually doubles its amount of 
information from one Planck time to the next and continually adds that 
amount to the cumulative total.

Edgar



On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edga...@att.netjavascript:
  wrote:

 Brent,

 If information is not being lost then the amount of information in the 
 universe is increasing at a tremendous rate as new events occur, and has 
 been since the beginning. So where is all that new information being 
 stored? How can ever increasing amounts of information be being stored in 
 the SAME amount of matter states?


 By an increase in Shannon entropy, up to a point.
 This is why you can compress computer files, for example.

 Telmo.
  


 Presumably you do agree that information can't just float around somehow 
 without actually being encoded in actual matter states?

 I think I know the answer but would like to hear your take on it first

 Edgar



 On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:
  
  On 19 March 2014 12:47, meekerdb meek...@verizon.net wrote:

  But in general that would mean knowing the state of everything the 
 system had interacted with in the past, since it is now entangled with 
 them.  So even if you suppose there is no collapse of the wavefunction, 
 decoherence has the same effect.
  
  
  I was only asking about the theoretical possibility, given 
 unrealistically perfect information about the state of the system. 
  

 The universe (assuming unitary QM) is reversible.  In fact from the 
 standpoint of QM there is no arrow of time - it's deterministic, just like 
 Laplace's universe.  So, as always, when the word possibility is used 
 there has to be some context.  To *calculate* a history of the universe 
 from it's present state would require knowing its *complete* present state, 
 including your mental state.  Is that theoretically possible?  I think it 
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect 
 information, you can't trace the state of the system backwards because it 
 loses information. So even the laws of physics couldn't work backwards in a 
 universe based on the GOL. QM, I'm informed, doesn't lose information, so 
 (very much in theory) you could work backwards - or (less in theory) the 
 laws of physics could.
  

 Yes the universe doesn't lose information like the GoL.  But relative to 
 any point it loses information across spacetime horizons.  So there's no 
 way to gather that information up into a calculation unless you have some 
 God's eye view from outside the universe, in which case you could see the 
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura: 
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more 
 technical paper.

 Brent

   
  I wasn't asking whether I could build a chronoscope and watch the past 
 happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Bruno Marchal


On 19 Mar 2014, at 12:54, Edgar L. Owen wrote:

Presumably you do agree that information can't just float around  
somehow without actually being encoded in actual matter states?


This contradicts your statement that the physical arises from the  
computational.

But you have not yet define what you mean by computational.

Bruno



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Re: Entropy and curved spacetime

2014-03-19 Thread Telmo Menezes
On Wed, Mar 19, 2014 at 1:25 PM, Edgar L. Owen edgaro...@att.net wrote:

 Telmo,

 No, compression is totally unable to explain the storage of total
 information in a universe which continually doubles its amount of
 information from one Planck time to the next and continually adds that
 amount to the cumulative total.


So you're essentially claiming that the universe is increasing
exponentially in complexity?



 Edgar



 On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edga...@att.net wrote:

 Brent,

 If information is not being lost then the amount of information in the
 universe is increasing at a tremendous rate as new events occur, and has
 been since the beginning. So where is all that new information being
 stored? How can ever increasing amounts of information be being stored in
 the SAME amount of matter states?


 By an increase in Shannon entropy, up to a point.
 This is why you can compress computer files, for example.

 Telmo.



 Presumably you do agree that information can't just float around somehow
 without actually being encoded in actual matter states?

 I think I know the answer but would like to hear your take on it
 first

 Edgar



 On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:

  On 19 March 2014 12:47, meekerdb meek...@verizon.net wrote:

  But in general that would mean knowing the state of everything the
 system had interacted with in the past, since it is now entangled with
 them.  So even if you suppose there is no collapse of the wavefunction,
 decoherence has the same effect.


  I was only asking about the theoretical possibility, given
 unrealistically perfect information about the state of the system.


 The universe (assuming unitary QM) is reversible.  In fact from the
 standpoint of QM there is no arrow of time - it's deterministic, just like
 Laplace's universe.  So, as always, when the word possibility is used
 there has to be some context.  To *calculate* a history of the universe
 from it's present state would require knowing its *complete* present state,
 including your mental state.  Is that theoretically possible?  I think it
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect
 information, you can't trace the state of the system backwards because it
 loses information. So even the laws of physics couldn't work backwards in a
 universe based on the GOL. QM, I'm informed, doesn't lose information, so
 (very much in theory) you could work backwards - or (less in theory) the
 laws of physics could.


 Yes the universe doesn't lose information like the GoL.  But relative
 to any point it loses information across spacetime horizons.  So there's no
 way to gather that information up into a calculation unless you have some
 God's eye view from outside the universe, in which case you could see the
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura:
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more
 technical paper.

 Brent


  I wasn't asking whether I could build a chronoscope and watch the
 past happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Telmo Menezes
On Wed, Mar 19, 2014 at 4:45 PM, Quentin Anciaux allco...@gmail.com wrote:

 In the present state and the physical transition rules from one state to
 another ? if the transition is reversible then from only the current state
 you can infer the past state, without it being encoded in the present
 state... the current state + transition rule is enough.


Exactly, which is why we can store thousands, maybe millions of seconds of
video per second on youtube without having to replace the known universe
with web servers.

Telmo.



 Quentin


 2014-03-19 16:33 GMT+01:00 Edgar L. Owen edgaro...@att.net:

 Telmo,

 No, that was Brent's claim. I'm asking him to tell us how it works. Where
 is all that additional information about past states stored if he thinks
 none of it is lost?

 Edgar



 On Wednesday, March 19, 2014 10:32:48 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 1:25 PM, Edgar L. Owen edga...@att.net wrote:

 Telmo,

 No, compression is totally unable to explain the storage of total
 information in a universe which continually doubles its amount of
 information from one Planck time to the next and continually adds that
 amount to the cumulative total.


 So you're essentially claiming that the universe is increasing
 exponentially in complexity?



 Edgar



 On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edga...@att.netwrote:

 Brent,

 If information is not being lost then the amount of information in
 the universe is increasing at a tremendous rate as new events occur, and
 has been since the beginning. So where is all that new information being
 stored? How can ever increasing amounts of information be being stored in
 the SAME amount of matter states?


 By an increase in Shannon entropy, up to a point.
 This is why you can compress computer files, for example.

 Telmo.



 Presumably you do agree that information can't just float around
 somehow without actually being encoded in actual matter states?

 I think I know the answer but would like to hear your take on it
 first

 Edgar



 On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:

  On 19 March 2014 12:47, meekerdb meek...@verizon.net wrote:

  But in general that would mean knowing the state of everything
 the system had interacted with in the past, since it is now entangled 
 with
 them.  So even if you suppose there is no collapse of the wavefunction,
 decoherence has the same effect.


  I was only asking about the theoretical possibility, given
 unrealistically perfect information about the state of the system.


 The universe (assuming unitary QM) is reversible.  In fact from the
 standpoint of QM there is no arrow of time - it's deterministic, just 
 like
 Laplace's universe.  So, as always, when the word possibility is used
 there has to be some context.  To *calculate* a history of the universe
 from it's present state would require knowing its *complete* present 
 state,
 including your mental state.  Is that theoretically possible?  I 
 think it
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect
 information, you can't trace the state of the system backwards because 
 it
 loses information. So even the laws of physics couldn't work backwards 
 in a
 universe based on the GOL. QM, I'm informed, doesn't lose information, 
 so
 (very much in theory) you could work backwards - or (less in theory) the
 laws of physics could.


 Yes the universe doesn't lose information like the GoL.  But
 relative to any point it loses information across spacetime horizons.  
 So
 there's no way to gather that information up into a calculation unless 
 you
 have some God's eye view from outside the universe, in which case you 
 could
 see the past anyway.

 There's a couple of nice papers about this by Yasunori Nomura:
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more
 technical paper.

 Brent


  I wasn't asking whether I could build a chronoscope and watch the
 past happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Telmo Menezes
On Wed, Mar 19, 2014 at 4:33 PM, Edgar L. Owen edgaro...@att.net wrote:

 Telmo,

 No, that was Brent's claim. I'm asking him to tell us how it works. Where
 is all that additional information about past states stored if he thinks
 none of it is lost?


Edgar,

One thing is to claim that no information is lost, another thing is to
claim that the information content of the universe in increasing
exponentially.

Computer science shows us that there is no direct correspondence between
the number of states in a system and the amount of information the system
contains.

Telmo.



 Edgar



 On Wednesday, March 19, 2014 10:32:48 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 1:25 PM, Edgar L. Owen edga...@att.net wrote:

 Telmo,

 No, compression is totally unable to explain the storage of total
 information in a universe which continually doubles its amount of
 information from one Planck time to the next and continually adds that
 amount to the cumulative total.


 So you're essentially claiming that the universe is increasing
 exponentially in complexity?



 Edgar



 On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edga...@att.netwrote:

 Brent,

 If information is not being lost then the amount of information in the
 universe is increasing at a tremendous rate as new events occur, and has
 been since the beginning. So where is all that new information being
 stored? How can ever increasing amounts of information be being stored in
 the SAME amount of matter states?


 By an increase in Shannon entropy, up to a point.
 This is why you can compress computer files, for example.

 Telmo.



 Presumably you do agree that information can't just float around
 somehow without actually being encoded in actual matter states?

 I think I know the answer but would like to hear your take on it
 first

 Edgar



 On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:

  On 19 March 2014 12:47, meekerdb meek...@verizon.net wrote:

  But in general that would mean knowing the state of everything the
 system had interacted with in the past, since it is now entangled with
 them.  So even if you suppose there is no collapse of the wavefunction,
 decoherence has the same effect.


  I was only asking about the theoretical possibility, given
 unrealistically perfect information about the state of the system.


 The universe (assuming unitary QM) is reversible.  In fact from the
 standpoint of QM there is no arrow of time - it's deterministic, just 
 like
 Laplace's universe.  So, as always, when the word possibility is used
 there has to be some context.  To *calculate* a history of the universe
 from it's present state would require knowing its *complete* present 
 state,
 including your mental state.  Is that theoretically possible?  I think 
 it
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect
 information, you can't trace the state of the system backwards because it
 loses information. So even the laws of physics couldn't work backwards 
 in a
 universe based on the GOL. QM, I'm informed, doesn't lose information, so
 (very much in theory) you could work backwards - or (less in theory) the
 laws of physics could.


 Yes the universe doesn't lose information like the GoL.  But relative
 to any point it loses information across spacetime horizons.  So there's 
 no
 way to gather that information up into a calculation unless you have some
 God's eye view from outside the universe, in which case you could see the
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura:
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more
 technical paper.

 Brent


  I wasn't asking whether I could build a chronoscope and watch the
 past happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Edgar L. Owen
Telmo,

No, that was Brent's claim. I'm asking him to tell us how it works. Where 
is all that additional information about past states stored if he thinks 
none of it is lost?

Edgar



On Wednesday, March 19, 2014 10:32:48 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 1:25 PM, Edgar L. Owen edga...@att.netjavascript:
  wrote:

 Telmo,

 No, compression is totally unable to explain the storage of total 
 information in a universe which continually doubles its amount of 
 information from one Planck time to the next and continually adds that 
 amount to the cumulative total.


 So you're essentially claiming that the universe is increasing 
 exponentially in complexity?
  


 Edgar



 On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edga...@att.net wrote:

 Brent,

 If information is not being lost then the amount of information in the 
 universe is increasing at a tremendous rate as new events occur, and has 
 been since the beginning. So where is all that new information being 
 stored? How can ever increasing amounts of information be being stored in 
 the SAME amount of matter states?


 By an increase in Shannon entropy, up to a point.
 This is why you can compress computer files, for example.

 Telmo.
  


 Presumably you do agree that information can't just float around 
 somehow without actually being encoded in actual matter states?

 I think I know the answer but would like to hear your take on it 
 first

 Edgar



 On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:
  
  On 19 March 2014 12:47, meekerdb meek...@verizon.net wrote:

  But in general that would mean knowing the state of everything the 
 system had interacted with in the past, since it is now entangled with 
 them.  So even if you suppose there is no collapse of the wavefunction, 
 decoherence has the same effect.
  
  
  I was only asking about the theoretical possibility, given 
 unrealistically perfect information about the state of the system. 
  

 The universe (assuming unitary QM) is reversible.  In fact from the 
 standpoint of QM there is no arrow of time - it's deterministic, just 
 like 
 Laplace's universe.  So, as always, when the word possibility is used 
 there has to be some context.  To *calculate* a history of the universe 
 from it's present state would require knowing its *complete* present 
 state, 
 including your mental state.  Is that theoretically possible?  I think 
 it 
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect 
 information, you can't trace the state of the system backwards because it 
 loses information. So even the laws of physics couldn't work backwards in 
 a 
 universe based on the GOL. QM, I'm informed, doesn't lose information, so 
 (very much in theory) you could work backwards - or (less in theory) the 
 laws of physics could.
  

 Yes the universe doesn't lose information like the GoL.  But relative 
 to any point it loses information across spacetime horizons.  So there's 
 no 
 way to gather that information up into a calculation unless you have some 
 God's eye view from outside the universe, in which case you could see the 
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura: 
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more 
 technical paper.

 Brent

   
  I wasn't asking whether I could build a chronoscope and watch the 
 past happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Edgar L. Owen
Bruno,

Well I'm using loose language to make it easier to understand. Actually it 
is the information itself that represents what are then interpreted by 
humans and science as matter states

My point being that the information forms that manifest as matter states in 
human internal mental models of reality don't continually reproduce 
themselves to produce more of what is interpreted as matter states, so how 
does Brent think all the additional information of all actual prior matter 
states are stored, if not in the information of current matter states?

That's more precise but not sure if it's clearer...

Edgar



On Wednesday, March 19, 2014 10:24:44 AM UTC-4, Bruno Marchal wrote:


 On 19 Mar 2014, at 12:54, Edgar L. Owen wrote:

 Presumably you do agree that information can't just float around somehow 
 without actually being encoded in actual matter states?


 This contradicts your statement that the physical arises from the 
 computational. 
 But you have not yet define what you mean by computational.

 Bruno



 http://iridia.ulb.ac.be/~marchal/





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Re: Entropy and curved spacetime

2014-03-19 Thread Quentin Anciaux
In the present state and the physical transition rules from one state to
another ? if the transition is reversible then from only the current state
you can infer the past state, without it being encoded in the present
state... the current state + transition rule is enough.

Quentin


2014-03-19 16:33 GMT+01:00 Edgar L. Owen edgaro...@att.net:

 Telmo,

 No, that was Brent's claim. I'm asking him to tell us how it works. Where
 is all that additional information about past states stored if he thinks
 none of it is lost?

 Edgar



 On Wednesday, March 19, 2014 10:32:48 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 1:25 PM, Edgar L. Owen edga...@att.net wrote:

 Telmo,

 No, compression is totally unable to explain the storage of total
 information in a universe which continually doubles its amount of
 information from one Planck time to the next and continually adds that
 amount to the cumulative total.


 So you're essentially claiming that the universe is increasing
 exponentially in complexity?



 Edgar



 On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edga...@att.netwrote:

 Brent,

 If information is not being lost then the amount of information in the
 universe is increasing at a tremendous rate as new events occur, and has
 been since the beginning. So where is all that new information being
 stored? How can ever increasing amounts of information be being stored in
 the SAME amount of matter states?


 By an increase in Shannon entropy, up to a point.
 This is why you can compress computer files, for example.

 Telmo.



 Presumably you do agree that information can't just float around
 somehow without actually being encoded in actual matter states?

 I think I know the answer but would like to hear your take on it
 first

 Edgar



 On Tuesday, March 18, 2014 8:57:57 PM UTC-4, Brent wrote:

  On 3/18/2014 5:07 PM, LizR wrote:

  On 19 March 2014 12:47, meekerdb meek...@verizon.net wrote:

  But in general that would mean knowing the state of everything the
 system had interacted with in the past, since it is now entangled with
 them.  So even if you suppose there is no collapse of the wavefunction,
 decoherence has the same effect.


  I was only asking about the theoretical possibility, given
 unrealistically perfect information about the state of the system.


 The universe (assuming unitary QM) is reversible.  In fact from the
 standpoint of QM there is no arrow of time - it's deterministic, just 
 like
 Laplace's universe.  So, as always, when the word possibility is used
 there has to be some context.  To *calculate* a history of the universe
 from it's present state would require knowing its *complete* present 
 state,
 including your mental state.  Is that theoretically possible?  I think 
 it
 involves a paradox of self-reference.

  To put it another way, in the Game of Life, even with perfect
 information, you can't trace the state of the system backwards because it
 loses information. So even the laws of physics couldn't work backwards 
 in a
 universe based on the GOL. QM, I'm informed, doesn't lose information, so
 (very much in theory) you could work backwards - or (less in theory) the
 laws of physics could.


 Yes the universe doesn't lose information like the GoL.  But relative
 to any point it loses information across spacetime horizons.  So there's 
 no
 way to gather that information up into a calculation unless you have some
 God's eye view from outside the universe, in which case you could see the
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura:
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more
 technical paper.

 Brent


  I wasn't asking whether I could build a chronoscope and watch the
 past happening on TV.

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Re: Entropy and curved spacetime

2014-03-19 Thread Bruno Marchal


On 19 Mar 2014, at 16:32, Edgar L. Owen wrote:


Bruno,

Well I'm using loose language to make it easier to understand.  
Actually it is the information itself that represents what are then  
interpreted by humans and science as matter states


OK, but then that information flows around, unless you extract it from  
indexicals, like in the FPI, on the iterated WM-duplication, or in  
arithmetic.
In the step 3, the guy reconstituted in W get one bit of (Shannon)  
information, like the guy in M, and this without any 3p creation of  
information.





My point being that the information forms that manifest as matter  
states in human internal mental models of reality don't continually  
reproduce themselves to produce more of what is interpreted as  
matter states, so how does Brent think all the additional  
information of all actual prior matter states are stored, if not in  
the information of current matter states?


That's more precise but not sure if it's clearer...



Not sure it is more precise either. Sorry.

Bruno





Edgar



On Wednesday, March 19, 2014 10:24:44 AM UTC-4, Bruno Marchal wrote:

On 19 Mar 2014, at 12:54, Edgar L. Owen wrote:

Presumably you do agree that information can't just float around  
somehow without actually being encoded in actual matter states?


This contradicts your statement that the physical arises from the  
computational.

But you have not yet define what you mean by computational.

Bruno



http://iridia.ulb.ac.be/~marchal/




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Re: Entropy and curved spacetime

2014-03-19 Thread LizR
On 19 March 2014 22:41, Bruno Marchal marc...@ulb.ac.be wrote:


 On 18 Mar 2014, at 22:33, LizR wrote:

  Am I right in assuming that in a quantum mechanical universe you can
 trace the history backwards?


 In God's eye only. Not from inside the universe, especially that from
 inside, you will find your self belonging to some special term of the
 universal wave. Theoretically, you might be able to bactrack, from inside,
 but only through strong 1p quantum amnesia.


Yes, I was mainly interested in the god's eye (i.e. the laws of physics'
eye) view. Given that we can't forward track in QM, not being able to back
track either isn't very surprising!

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Re: Entropy and curved spacetime

2014-03-19 Thread LizR
On 20 March 2014 00:54, Edgar L. Owen edgaro...@att.net wrote:

 Brent,

 If information is not being lost then the amount of information in the
 universe is increasing at a tremendous rate as new events occur, and has
 been since the beginning. So where is all that new information being
 stored? How can ever increasing amounts of information be being stored in
 the SAME amount of matter states?

 As far as I know, unitary evolution in QM implies that the information
contant of the universe remains constant. This is why entropy is emergent,
for example, even though it appears on the macroscale to change the amount
of order and disorder. Since the laws of physics are time agnostic at the
fundamental level (bar the usual caveat involving CPT violation) this is to
be expected. You couldn't play physical scenarios backwards even in theory
if information was being created, and the evolution of the wave function
wouldn't be unitary if it was being lost. Hence it stays constant..

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Re: Entropy and curved spacetime

2014-03-19 Thread LizR
On 19 March 2014 13:57, meekerdb meeke...@verizon.net wrote:

 There's a couple of nice papers about this by Yasunori Nomura:
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more
 technical paper.

 Thanks again! The for dummies one is fascinating, I like the
relativisation over history - Galilean relativity is Newtonian relativity
with a particular constant (Gravitational?) set to zero, and Newtonian
relativity is Einsteinian relativity with c set to infinity, and then we
get another form of space-time relativity by turning on something else...

I would like to get my head around the whole thing - not mathematically,
unfortunately, I think that would be too much - but conceptually. The fact
that the choice of reference frames affects what exists (or is visible to
QM, at least) is interesting. It seems to unite a whole load of stuff,
Bekenstein's Elephant (simultaneously (?) both falling into a black hole
and not falling in) and the holographic bound... all of which seem rather
mysterious on their own, so a grand unification is rather exciting.

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Re: Entropy and curved spacetime

2014-03-19 Thread meekerdb

On 3/19/2014 8:45 AM, Quentin Anciaux wrote:
In the present state and the physical transition rules from one state to another ? if 
the transition is reversible then from only the current state you can infer the past 
state, without it being encoded in the present state... the current state + transition 
rule is enough.


Quentin


2014-03-19 16:33 GMT+01:00 Edgar L. Owen edgaro...@att.net 
mailto:edgaro...@att.net:

Telmo,

No, that was Brent's claim. I'm asking him to tell us how it works. Where 
is all
that additional information about past states stored if he thinks none of 
it is lost?

Edgar



On Wednesday, March 19, 2014 10:32:48 AM UTC-4, telmo_menezes wrote:




On Wed, Mar 19, 2014 at 1:25 PM, Edgar L. Owen edga...@att.net wrote:

Telmo,

No, compression is totally unable to explain the storage of total
information in a universe which continually doubles its amount of
information from one Planck time to the next and continually adds 
that
amount to the cumulative total.


So you're essentially claiming that the universe is increasing 
exponentially in
complexity?


Edgar



On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen 
edga...@att.net wrote:

Brent,

If information is not being lost then the amount of 
information in
the universe is increasing at a tremendous rate as new 
events occur,
and has been since the beginning.



That's a false premise.  The universe apparently started in a state of very low entropy 
relative to macroscopic variables we measure.  If the evolution is unitary, as we think, 
then there is no change in the information.  The tremendous increase you refer to is 
relative to macroscopic constraints.  It is often not appreciated that entropy is relative 
to assumed knowledge; see Jaynes 1996 paper The Gibbs Paradox for an exposition.


Brent

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Re: Entropy and curved spacetime

2014-03-19 Thread Quentin Anciaux
To whom are you answering ? It seems it is to Edgar... you should not cite
a message when you want to answer to another one...

Regards,
Quentin


2014-03-19 22:46 GMT+01:00 meekerdb meeke...@verizon.net:

  On 3/19/2014 8:45 AM, Quentin Anciaux wrote:

  In the present state and the physical transition rules from one state to
 another ? if the transition is reversible then from only the current state
 you can infer the past state, without it being encoded in the present
 state... the current state + transition rule is enough.

  Quentin


 2014-03-19 16:33 GMT+01:00 Edgar L. Owen edgaro...@att.net:

 Telmo,

  No, that was Brent's claim. I'm asking him to tell us how it works.
 Where is all that additional information about past states stored if he
 thinks none of it is lost?

  Edgar



 On Wednesday, March 19, 2014 10:32:48 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 1:25 PM, Edgar L. Owen edga...@att.net wrote:

 Telmo,

  No, compression is totally unable to explain the storage of total
 information in a universe which continually doubles its amount of
 information from one Planck time to the next and continually adds that
 amount to the cumulative total.


  So you're essentially claiming that the universe is increasing
 exponentially in complexity?



  Edgar



 On Wednesday, March 19, 2014 8:17:28 AM UTC-4, telmo_menezes wrote:




 On Wed, Mar 19, 2014 at 12:54 PM, Edgar L. Owen edga...@att.netwrote:

 Brent,

  If information is not being lost then the amount of information in
 the universe is increasing at a tremendous rate as new events occur, and
 has been since the beginning.


 That's a false premise.  The universe apparently started in a state of
 very low entropy relative to macroscopic variables we measure.  If the
 evolution is unitary, as we think, then there is no change in the
 information.  The tremendous increase you refer to is relative to
 macroscopic constraints.  It is often not appreciated that entropy is
 relative to assumed knowledge; see Jaynes 1996 paper The Gibbs Paradox
 for an exposition.

 Brent

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Re: Entropy and curved spacetime

2014-03-19 Thread LizR
On 20 March 2014 12:23, Quentin Anciaux allco...@gmail.com wrote:

 To whom are you answering ? It seems it is to Edgar... you should not cite
 a message when you want to answer to another one...

 He is replying to Edgar, as you can see from the line at the *bottom *of
the quoted section. But I agree, I've also suffered from this sort of
apparent misattribution, as have others (not specifically from anyone -
I'm sure we all get careless).

So as a point of etiquette, I'd say to everyone - please try to make sure
you cut the quoted post off at the right point, so the person you're
replying to is the one you actually see being quoted.

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Re: Entropy and curved spacetime

2014-03-19 Thread ghibbsa

On Tuesday, March 18, 2014 3:14:48 PM UTC, John Clark wrote:

 Jesse, somehow our conversation has bifurcated into 2 quite different 
 topics, environmental concerns and fundamental physics, today I'll just 
 talk about the physics.

 On Sun, Mar 16, 2014 at 8:05 PM, Jesse Mazer laser...@gmail.comjavascript:
  wrote:

   I already addressed your confusion about the implications of black hole 
 entropy in detail in my post at 
 https://groups.google.com/d/msg/everything-list/hJ9bNWqoAzI/QTrL0CopHJ8Jwhich
  you never replied to.


 And I never responded to it because it was incoherent, I give the 
 following exchange as a example: 

 John: If there are 2 different states of the universe that could have 
 produced things as they are now then there is no way to decide between them 
 and history is unknowable (just as it is in the Game of Life) and the laws 
 of physics are not reversible. 

 Jesse: You think in classical statistical mechanics there can't be 2 
 different ways to get to a given *macrostate*??? If so you are badly 
 confused.

 And I'm the one who is supposed to be confused??? There is not one drop of 
 Quantum Mechanics or probability in the Game of Life, it is 100% classical 
 mechanics,  and yet there CAN be 2 or more ways to get to a given 
 macrostate. It's 100% deterministic so if I show you a Game of Life pattern 
 you can calculate what  it's future evolution will be (there doesn't seem 
 to be anything analogous to chaos in the Game)  but you can't figure out 
 it's history was, or at least not a unique history.

  Today the deepest understanding of entropy comes from the study of 
 Black Holes. From:

 http://www.phy.olemiss.edu/~luca/Topics/bh/entropy_origin.html
  
 S [entropy ] is the log of the number of quantum mechanically distinct 
 ways that the black hole could have been made, or information lost in the 
 creation of the black hole


  Are you suggesting that this new deep understanding invalidates the 
 older understanding of entropy as the number of microstates for a given 
 macrostate, the one you yourself quoted in your last post? 


 I am saying that Kip Thorn, one of the world's best physicists, wrote on 
 page 446 of his book  A Black Hole's entropy is the logarithm of the 
 number of ways that the hole could have been made.  And I'm saying that in 
 classical physics a state can produce only one future state, but any given 
 state can have been produced in more than one way, therefore the number of 
 microstates in a Black Hole must equal to k times the number of states that 
 made it where k is some constant integer. Therefore if Entropy is 
 proportional to the logarithm of the number of microstates in a system then 
 according to the laws of logarithms Entropy MUST also be proportional to 
 the logarithm of the number of ways the system could have been produced.

  Assuming the unitary nature of quantum mechanics is preserved so that 
 information is not lost when things fall in [into a Black Hole]


 That is quite a assumption, today it's one of the greatest controversies 
 in physics and nobody knows if that assumption is valid; see Leonard 
 Susskind's book The Black Hole Wars. 

   the number of quantum microstates that any macrostate can have NOW must 
 be the same as the number of initial quantum microstates in the PAST which 
 would have led to the current macrostate, so the number of distinct ways 
 it [the current macrostate] could have been made would be exactly the same 
 as the number of distinct quantum microstates it could be in now

  
 So why in hell do you say Entropy is proportional to the logarithm of the 
 number of microstates something can be in and still have the same 
 macrostate,  but it is not proportional  to the logarithm of the number of 
 ways the thing could have been produced?
  

  in practice, I think almost any real-world experiment you could do in 
 an elevator in free fall in deep space wouldn't show any divergence from 
 the predictions of special relativity that would be measurable by modern 
 equipment.


 Not true. As far back as 1963 it was noticed that  clocks tick slower on 
 the first floor of the physics building at MIT than they do on the second 
 floor, Special Relativity had no explanation for this but General 
 Relativity did, clocks on the first floor were closer to the center of the 
 Earth than those on the second floor and thus were in a stronger 
 gravitational field and thus ticked slower.  And today the standard GPS 
 receiver in your car must synchronize it's internal clock with the clocks 
 in 3 or more navigation satellites, to do this it must take into account 
 some pretty exotic things; for example, the satellite is moving very fast 
 so due to Special Relativity the satellite's clock will LOSE 7210 
 nanoseconds a day, but the satellite's clock is in a weaker gravitational 
 field than the clock in your car because it is further from the Earth's 
 center, so due to GENERAL RELATIVITY the clock 

Entropy and curved spacetime

2014-03-18 Thread John Clark
Jesse, somehow our conversation has bifurcated into 2 quite different
topics, environmental concerns and fundamental physics, today I'll just
talk about the physics.

On Sun, Mar 16, 2014 at 8:05 PM, Jesse Mazer laserma...@gmail.com wrote:

  I already addressed your confusion about the implications of black hole
 entropy in detail in my post at
 https://groups.google.com/d/msg/everything-list/hJ9bNWqoAzI/QTrL0CopHJ8Jwhich 
 you never replied to.


And I never responded to it because it was incoherent, I give the following
exchange as a example:

John: If there are 2 different states of the universe that could have
produced things as they are now then there is no way to decide between them
and history is unknowable (just as it is in the Game of Life) and the laws
of physics are not reversible.

Jesse: You think in classical statistical mechanics there can't be 2
different ways to get to a given *macrostate*??? If so you are badly
confused.

And I'm the one who is supposed to be confused??? There is not one drop of
Quantum Mechanics or probability in the Game of Life, it is 100% classical
mechanics,  and yet there CAN be 2 or more ways to get to a given
macrostate. It's 100% deterministic so if I show you a Game of Life pattern
you can calculate what  it's future evolution will be (there doesn't seem
to be anything analogous to chaos in the Game)  but you can't figure out
it's history was, or at least not a unique history.

 Today the deepest understanding of entropy comes from the study of Black
 Holes. From:

 http://www.phy.olemiss.edu/~luca/Topics/bh/entropy_origin.html

 S [entropy ] is the log of the number of quantum mechanically distinct
 ways that the black hole could have been made, or information lost in the
 creation of the black hole


  Are you suggesting that this new deep understanding invalidates the
 older understanding of entropy as the number of microstates for a given
 macrostate, the one you yourself quoted in your last post?


I am saying that Kip Thorn, one of the world's best physicists, wrote on
page 446 of his book  A Black Hole's entropy is the logarithm of the
number of ways that the hole could have been made.  And I'm saying that in
classical physics a state can produce only one future state, but any given
state can have been produced in more than one way, therefore the number of
microstates in a Black Hole must equal to k times the number of states that
made it where k is some constant integer. Therefore if Entropy is
proportional to the logarithm of the number of microstates in a system then
according to the laws of logarithms Entropy MUST also be proportional to
the logarithm of the number of ways the system could have been produced.

 Assuming the unitary nature of quantum mechanics is preserved so that
 information is not lost when things fall in [into a Black Hole]


That is quite a assumption, today it's one of the greatest controversies in
physics and nobody knows if that assumption is valid; see Leonard
Susskind's book The Black Hole Wars.

 the number of quantum microstates that any macrostate can have NOW must
 be the same as the number of initial quantum microstates in the PAST which
 would have led to the current macrostate, so the number of distinct ways
 it [the current macrostate] could have been made would be exactly the same
 as the number of distinct quantum microstates it could be in now


So why in hell do you say Entropy is proportional to the logarithm of the
number of microstates something can be in and still have the same
macrostate,  but it is not proportional  to the logarithm of the number of
ways the thing could have been produced?


  in practice, I think almost any real-world experiment you could do in an
 elevator in free fall in deep space wouldn't show any divergence from the
 predictions of special relativity that would be measurable by modern
 equipment.


Not true. As far back as 1963 it was noticed that  clocks tick slower on
the first floor of the physics building at MIT than they do on the second
floor, Special Relativity had no explanation for this but General
Relativity did, clocks on the first floor were closer to the center of the
Earth than those on the second floor and thus were in a stronger
gravitational field and thus ticked slower.  And today the standard GPS
receiver in your car must synchronize it's internal clock with the clocks
in 3 or more navigation satellites, to do this it must take into account
some pretty exotic things; for example, the satellite is moving very fast
so due to Special Relativity the satellite's clock will LOSE 7210
nanoseconds a day, but the satellite's clock is in a weaker gravitational
field than the clock in your car because it is further from the Earth's
center, so due to GENERAL RELATIVITY the clock will GAIN 45850 nanoseconds
a day. Taking these 2 factors into account the satellite's clocks gains
45850 -7210 = 38,640 nanoseconds a day relative to the clock in your car.
If your car GPS receiver 

Re: Entropy and curved spacetime

2014-03-18 Thread meekerdb

On 3/18/2014 8:14 AM, John Clark wrote:
Jesse, somehow our conversation has bifurcated into 2 quite different topics, 
environmental concerns and fundamental physics, today I'll just talk about the physics.


On Sun, Mar 16, 2014 at 8:05 PM, Jesse Mazer laserma...@gmail.com 
mailto:laserma...@gmail.com wrote:


  I already addressed your confusion about the implications of black hole 
entropy
in detail in my post at
https://groups.google.com/d/msg/everything-list/hJ9bNWqoAzI/QTrL0CopHJ8J 
which you
never replied to.


And I never responded to it because it was incoherent, I give the following exchange as 
a example:


John: If there are 2 different states of the universe that could have produced things 
as they are now then there is no way to decide between them and history is unknowable 
(just as it is in the Game of Life) and the laws of physics are not reversible.


Jesse: You think in classical statistical mechanics there can't be 2 different ways to 
get to a given *macrostate*??? If so you are badly confused.


And I'm the one who is supposed to be confused??? There is not one drop of Quantum 
Mechanics or probability in the Game of Life, it is 100% classical mechanics,  and yet 
there CAN be 2 or more ways to get to a given macrostate. It's 100% deterministic so if 
I show you a Game of Life pattern you can calculate what  it's future evolution will be 
(there doesn't seem to be anything analogous to chaos in the Game)  but you can't figure 
out it's history was, or at least not a unique history.


 Today the deepest understanding of entropy comes from the study of 
Black
Holes. From:

http://www.phy.olemiss.edu/~luca/Topics/bh/entropy_origin.html
http://www.phy.olemiss.edu/%7Eluca/Topics/bh/entropy_origin.html

S [entropy ] is the log of the number of quantum mechanically distinct 
ways
that the black hole could have been made, or information lost in the 
creation of
the black hole


 Are you suggesting that this new deep understanding invalidates the 
older
understanding of entropy as the number of microstates for a given 
macrostate, the
one you yourself quoted in your last post?


I am saying that Kip Thorn, one of the world's best physicists, wrote on page 446 of his 
book  A Black Hole's entropy is the logarithm of the number of ways that the hole could 
have been made.  And I'm saying that in classical physics a state can produce only one 
future state, but any given state can have been produced in more than one way, therefore 
the number of microstates in a Black Hole must equal to k times the number of states 
that made it where k is some constant integer. Therefore if Entropy is proportional to 
the logarithm of the number of microstates in a system then according to the laws of 
logarithms Entropy MUST also be proportional to the logarithm of the number of ways the 
system could have been produced.


But Kip is speaking loosely.  If you look at the original paper with Zurek

http://journals.aps.org.proxy.library.ucsb.edu:2048/prl/pdf/10.1103/PhysRevLett.54.2171

you see that they are counting up the number of states by imagining adding quanta of 
energy as small as possible at each step to building up a black hole.  But this is just a 
way to aid the counting, the result has no dependence on the imagined order.  It's just a 
way to calculate the number of internal states consistent with the macro-states of the 
no-hair theorem.






 Assuming the unitary nature of quantum mechanics is preserved so that 
information
is not lost when things fall in [into a Black Hole]


That is quite a assumption, today it's one of the greatest controversies in physics and 
nobody knows if that assumption is valid; see Leonard Susskind's book The Black Hole 
Wars.


 the number of quantum microstates that any macrostate can have NOW must 
be the
same as the number of initial quantum microstates in the PAST which would 
have led
to the current macrostate, so the number of distinct ways it [the current
macrostate] could have been made would be exactly the same as the number of
distinct quantum microstates it could be in now

So why in hell do you say Entropy is proportional to the logarithm of the number of 
microstates something can be in and still have the same macrostate,  but it is not 
proportional  to the logarithm of the number of ways the thing could have been produced?


 in practice, I think almost any real-world experiment you could do in an 
elevator
in free fall in deep space wouldn't show any divergence from the 
predictions of
special relativity that would be measurable by modern equipment.


Not true. As far back as 1963 it was noticed that  clocks tick slower on the first floor 
of the physics building at MIT than they do on the second floor, Special Relativity had 
no explanation for this but General Relativity did, clocks on the first floor were 
closer to the 

Re: Entropy and curved spacetime

2014-03-18 Thread LizR
Am I right in assuming that in a quantum mechanical universe you can trace
the history backwards?

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Re: Entropy and curved spacetime

2014-03-18 Thread Jesse Mazer
Yes, if you have the exact present quantum state and you're assuming the
normal quantum rules for continuous wavefunction evolution, you can
determine the past quantum state. The answer might change if you assume
that there's an objective physical reality to the collapse of
wavefunction with measurement, distinct from the normal wavefunction
evolution rules.

Jesse


On Tue, Mar 18, 2014 at 5:33 PM, LizR lizj...@gmail.com wrote:

 Am I right in assuming that in a quantum mechanical universe you can trace
 the history backwards?

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Re: Entropy and curved spacetime

2014-03-18 Thread LizR
OK, thanks.

PS

I realise that wavefunction collapse involves information loss and creates
a fundamental time asymmetry, but I was under the impression that's the
only place in QM that those things can occur - hence Stephen Hawking
famously losing a bet (I thnk the prize was an encyclopaedia). So it's nice
to have that view confirmed by someone who knows a lot more about the
subject than I ever will.


On 19 March 2014 10:52, Jesse Mazer laserma...@gmail.com wrote:

 Yes, if you have the exact present quantum state and you're assuming the
 normal quantum rules for continuous wavefunction evolution, you can
 determine the past quantum state. The answer might change if you assume
 that there's an objective physical reality to the collapse of
 wavefunction with measurement, distinct from the normal wavefunction
 evolution rules.

 Jesse


 On Tue, Mar 18, 2014 at 5:33 PM, LizR lizj...@gmail.com wrote:

 Am I right in assuming that in a quantum mechanical universe you can
 trace the history backwards?

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Re: Entropy and curved spacetime

2014-03-18 Thread meekerdb
But in general that would mean knowing the state of everything the system had interacted 
with in the past, since it is now entangled with them.  So even if you suppose there is no 
collapse of the wavefunction, decoherence has the same effect.


Brent

On 3/18/2014 2:52 PM, Jesse Mazer wrote:
Yes, if you have the exact present quantum state and you're assuming the normal quantum 
rules for continuous wavefunction evolution, you can determine the past quantum state. 
The answer might change if you assume that there's an objective physical reality to the 
collapse of wavefunction with measurement, distinct from the normal wavefunction 
evolution rules.


Jesse


On Tue, Mar 18, 2014 at 5:33 PM, LizR lizj...@gmail.com 
mailto:lizj...@gmail.com wrote:

Am I right in assuming that in a quantum mechanical universe you can trace 
the
history backwards?

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Re: Entropy and curved spacetime

2014-03-18 Thread LizR
On 19 March 2014 12:47, meekerdb meeke...@verizon.net wrote:

  But in general that would mean knowing the state of everything the
 system had interacted with in the past, since it is now entangled with
 them.  So even if you suppose there is no collapse of the wavefunction,
 decoherence has the same effect.


I was only asking about the theoretical possibility, given unrealistically
perfect information about the state of the system. To put it another way,
in the Game of Life, even with perfect information, you can't trace the
state of the system backwards because it loses information. So even the
laws of physics couldn't work backwards in a universe based on the GOL. QM,
I'm informed, doesn't lose information, so (very much in theory) you could
work backwards - or (less in theory) the laws of physics could.

I wasn't asking whether I could build a chronoscope and watch the past
happening on TV.

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Re: Entropy and curved spacetime

2014-03-18 Thread meekerdb

On 3/18/2014 5:07 PM, LizR wrote:

On 19 March 2014 12:47, meekerdb meeke...@verizon.net 
mailto:meeke...@verizon.net wrote:

But in general that would mean knowing the state of everything the system 
had
interacted with in the past, since it is now entangled with them.  So even 
if you
suppose there is no collapse of the wavefunction, decoherence has the same 
effect.


I was only asking about the theoretical possibility, given unrealistically perfect 
information about the state of the system.


The universe (assuming unitary QM) is reversible.  In fact from the standpoint of QM there 
is no arrow of time - it's deterministic, just like Laplace's universe.  So, as always, 
when the word possibility is used there has to be some context.  To *calculate* a 
history of the universe from it's present state would require knowing its *complete* 
present state, including your mental state. Is that theoretically possible?  I think it 
involves a paradox of self-reference.


To put it another way, in the Game of Life, even with perfect information, you can't 
trace the state of the system backwards because it loses information. So even the laws 
of physics couldn't work backwards in a universe based on the GOL. QM, I'm informed, 
doesn't lose information, so (very much in theory) you could work backwards - or (less 
in theory) the laws of physics could.


Yes the universe doesn't lose information like the GoL.  But relative to any point it 
loses information across spacetime horizons.  So there's no way to gather that information 
up into a calculation unless you have some God's eye view from outside the universe, in 
which case you could see the past anyway.


There's a couple of nice papers about this by Yasunori Nomura: arXiv:1205.267v2 is a 
popular exposition and arXiv:1205.5550v2 is a more technical paper.


Brent



I wasn't asking whether I could build a chronoscope and watch the past 
happening on TV.

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Re: Entropy and curved spacetime

2014-03-18 Thread LizR
Thanks. I couldn't find the exact references. Is this the popular one?
http://arxiv.org/abs/1205.2675


On 19 March 2014 13:57, meekerdb meeke...@verizon.net wrote:

  On 3/18/2014 5:07 PM, LizR wrote:

  On 19 March 2014 12:47, meekerdb meeke...@verizon.net wrote:

  But in general that would mean knowing the state of everything the
 system had interacted with in the past, since it is now entangled with
 them.  So even if you suppose there is no collapse of the wavefunction,
 decoherence has the same effect.


  I was only asking about the theoretical possibility, given
 unrealistically perfect information about the state of the system.


 The universe (assuming unitary QM) is reversible.  In fact from the
 standpoint of QM there is no arrow of time - it's deterministic, just like
 Laplace's universe.  So, as always, when the word possibility is used
 there has to be some context.  To *calculate* a history of the universe
 from it's present state would require knowing its *complete* present state,
 including your mental state.  Is that theoretically possible?  I think it
 involves a paradox of self-reference.


  To put it another way, in the Game of Life, even with perfect
 information, you can't trace the state of the system backwards because it
 loses information. So even the laws of physics couldn't work backwards in a
 universe based on the GOL. QM, I'm informed, doesn't lose information, so
 (very much in theory) you could work backwards - or (less in theory) the
 laws of physics could.


 Yes the universe doesn't lose information like the GoL.  But relative to
 any point it loses information across spacetime horizons.  So there's no
 way to gather that information up into a calculation unless you have some
 God's eye view from outside the universe, in which case you could see the
 past anyway.

 There's a couple of nice papers about this by Yasunori Nomura:
 arXiv:1205.267v2 is a popular exposition and arXiv:1205.5550v2 is a more
 technical paper.

 Brent


  I wasn't asking whether I could build a chronoscope and watch the past
 happening on TV.

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Re: Entropy and curved spacetime

2014-03-18 Thread meekerdb

On 3/18/2014 6:13 PM, LizR wrote:
Thanks. I couldn't find the exact references. Is this the popular one? 
http://arxiv.org/abs/1205.2675


Yep, that's it.  Sorry, I left a digit off.

Brent

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Re: Entropy and curved spacetime

2014-03-18 Thread LizR
On 19 March 2014 14:16, meekerdb meeke...@verizon.net wrote:

  On 3/18/2014 6:13 PM, LizR wrote:

 Thanks. I couldn't find the exact references. Is this the popular one?
 http://arxiv.org/abs/1205.2675

 Yep, that's it.  Sorry, I left a digit off.

 Odd. According to QM that should be impossible...


(Sorry :-)

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