Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-26 Thread Bruno Marchal


On 25 Jun 2014, at 18:26, meekerdb wrote:


On 6/24/2014 7:34 PM, LizR wrote:

This has a few interesting corollaries, ISTM.

1. It hints that there might be a way to distinguish the pilot wave  
interpretation of QM from the rest, which could be handy


I doubt that since Bohmian QM is just another way of writing  
Schrodinger's equation.  Bohm gave it a certain interpretation  
different from Bohr's, but mathematically they must be the same.


?

Bohm added a potential obeying a quite special equation, in addition  
to the SWE.


Bohm gave a non collapse QM, but a quite different theory than QM.  
That potential has to act non locally and physically. Also. (of course  
by Bell theorem).


In fact that move mirrors the adding of primitive matter and primitive  
physical laws to arithmetic.


In this everything-list we are supposed to dislike adding equation,  
or axioms, to make things judged ugly disappear.


Bruno





Brent



2. It hints at eternal inflation (the second bit of support for  
this in the last few months, assuming the BICEP results stand up).  
EI gives rise to a Level 1 multiverse which makes the MWI's  
multiverse redundant, in a sense.


3. It DOESN'T explain how the universe formed spontaneously from  
nothing, however! It explains how a patch of false vacuum or  
whatever which obeys the Wheeler-deWitt equation could have  
generated an expanding space-time, and given 2. there is no need  
for anything to appear from nothing - we have a steady state  
cosmos, on the largest scale.


On 25 June 2014 12:44, 'Chris de Morsella' via Everything List everything-list@googlegroups.com 
 wrote:
Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207  
-- don't have access though -- so here is the write up. Not sure if  
this hasalready  
been discussed here or not.
A Mathematical Proof That The Universe Could Have Formed  
Spontaneously From Nothing



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



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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-26 Thread meekerdb

On 6/26/2014 8:17 AM, Bruno Marchal wrote:


On 25 Jun 2014, at 18:26, meekerdb wrote:


On 6/24/2014 7:34 PM, LizR wrote:

This has a few interesting corollaries, ISTM.

1. It hints that there might be a way to distinguish the pilot wave interpretation of 
QM from the rest, which could be handy


I doubt that since Bohmian QM is just another way of writing Schrodinger's equation.  
Bohm gave it a certain interpretation different from Bohr's, but mathematically they 
must be the same.


?

Bohm added a potential obeying a quite special equation, in addition to the SWE.


It's not in addition.  He just divided the SWE into an amplitude and phase part.  The 
quantum potential term just comes from the solution of the amplitude part.


http://www.nhcue.edu.tw/~jinnliu/proj/Device/BP.pdf



Bohm gave a non collapse QM, but a quite different theory than QM.


But it's non-collapse because he supposed that particles have some initial distribution 
and then follow the guiding field to definite events.



That potential has to act non locally and physically. Also. (of course by Bell 
theorem).

In fact that move mirrors the adding of primitive matter and primitive physical laws to 
arithmetic.


In this everything-list we are supposed to dislike adding equation, or axioms, to make 
things judged ugly disappear.


Hmmm.  I didn't know we had a dogma?

Brent



Bruno





Brent



2. It hints at eternal inflation (the second bit of support for this in the last few 
months, assuming the BICEP results stand up). EI gives rise to a Level 1 multiverse 
which makes the MWI's multiverse redundant, in a sense.


3. It DOESN'T explain how the universe formed spontaneously from nothing, however! It 
explains how a patch of false vacuum or whatever which obeys the Wheeler-deWitt 
equation could have generated an expanding space-time, and given 2. there is no need 
for anything to appear from nothing - we have a steady state cosmos, on the largest scale.


On 25 June 2014 12:44, 'Chris de Morsella' via Everything List
everything-list@googlegroups.com 
mailto:everything-list@googlegroups.com wrote:

Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 -- 
don't
have access though -- so here is the write up. Not sure if this has 
already
been discussed here or not.
A Mathematical Proof That The Universe Could Have Formed Spontaneously 
From
Nothing https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3


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http://iridia.ulb.ac.be/~marchal/ http://iridia.ulb.ac.be/%7Emarchal/



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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread Alberto G. Corona
That proof, like any multiverse with no assumptions, includes the
possibility that the earth was  supported by a giant over a turtle in a sea
of water and then vanished moments before Magallanes circumnavigated the
globe.

But it add nothing to the beauty of the greek myth. In fact it add nothing
at all like any explanation based on nothingness


2014-06-25 2:44 GMT+02:00 'Chris de Morsella' via Everything List 
everything-list@googlegroups.com:

 Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 --
 don't have access though -- so here is the write up. Not sure if this has
 already been discussed here or not.
 A Mathematical Proof That The Universe Could Have Formed Spontaneously
 From Nothing https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
  [image: image] https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
  A Mathematical Proof That The Universe Could Have Fo...
 https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
 Cosmologists assume that natural quantum fluctuations allowed the Big Bang
 to happen spontaneously. Now they have a math…
 View on medium.com
 https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
  Preview by Yahoo

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-- 
Alberto.

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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread meekerdb
A very interesting paper filling out a conjecture by Scott Aaronson and similar to Bruce's 
analysis but with more detail.  It doesn't so much solve the foundational problem, as 
usually conceived, as define what FAPP must mean and quantify it in computational terms 
(instead of probability units as I have proposed).



/Computational solution to quantum foundational problems//
//Arkady Bolotin//
//(Submitted on 30 Mar 2014 (v1), last revised 16 Jun 2014 (this version, v6))//
//
//This paper argues that the requirement of applicableness of quantum linearity to any 
physical level from molecules and atoms to the level of macroscopic extensional world, 
which leads to a main foundational problem in quantum theory referred to as the 
measurement problem, actually has a computational character: It implies that there is a 
generic algorithm, which guarantees exact solutions to the Schrodinger equation for every 
physical system in a reasonable amount of time regardless of how many constituent 
microscopic particles it comprises. From the point of view of computational complexity 
theory, this requirement is equivalent to the assumption that the computational complexity 
classes P and NP are equal, which is widely believed to be very unlikely. As demonstrated 
in the paper, accepting the different computational assumption called the Exponential Time 
Hypothesis (that involves P!=NP) would justify the separation between a microscopic 
quantum system and a macroscopic apparatus (usually called the Heisenberg cut) since this 
hypothesis, if true, would imply that deterministic quantum and classical descriptions are 
impossible to overlap in order to obtain a rigorous derivation of complete properties of 
macroscopic objects from their microstates.//

//
//Comments: Paper accepted for publication in Physical Science International Journal. 
Please refer to this (final) version as a reference//

//Subjects: Quantum Physics (quant-ph)//
//Journal reference: Phys. Sci. Int. J. 2014; 4(8): 1145-1157//
//Cite as: arXiv:1403.7686 [quant-ph]//
//  (or *arXiv:1403.7686v6 *[quant-ph] for this version)/

Brent


On 6/24/2014 6:01 PM, LizR wrote:

This item in further reading looks interesting too

https://medium.com/the-physics-arxiv-blog/7ef5eea6fd7a

(Not that I'm not busy here at work... )


On 25 June 2014 12:44, 'Chris de Morsella' via Everything List 
everything-list@googlegroups.com mailto:everything-list@googlegroups.com wrote:


Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 -- don't 
have
access though -- so here is the write up. Not sure if this has already been
discussed here or not.
A Mathematical Proof That The Universe Could Have Formed Spontaneously From 
Nothing
https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3



image https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3


A Mathematical Proof That The Universe Could Have Fo...
https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
Cosmologists assume that natural quantum fluctuations allowed the Big Bang 
to happen
spontaneously. Now they have a math…


View on medium.com https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3

Preview by Yahoo


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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread meekerdb

On 6/24/2014 7:34 PM, LizR wrote:

This has a few interesting corollaries, ISTM.

1. It hints that there might be a way to distinguish the pilot wave interpretation of QM 
from the rest, which could be handy


I doubt that since Bohmian QM is just another way of writing Schrodinger's equation.  Bohm 
gave it a certain interpretation different from Bohr's, but mathematically they must be 
the same.


Brent



2. It hints at eternal inflation (the second bit of support for this in the last few 
months, assuming the BICEP results stand up). EI gives rise to a Level 1 multiverse 
which makes the MWI's multiverse redundant, in a sense.


3. It DOESN'T explain how the universe formed spontaneously from nothing, however! It 
explains how a patch of false vacuum or whatever which obeys the Wheeler-deWitt equation 
could have generated an expanding space-time, and given 2. there is no need for anything 
to appear from nothing - we have a steady state cosmos, on the largest scale.


On 25 June 2014 12:44, 'Chris de Morsella' via Everything List
everything-list@googlegroups.com 
mailto:everything-list@googlegroups.com wrote:

Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 -- 
don't have
access though -- so here is the write up. Not sure if this has already 
been
discussed here or not.
A Mathematical Proof That The Universe Could Have Formed Spontaneously 
From
Nothing https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3


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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread LizR
On 26 June 2014 04:26, meekerdb meeke...@verizon.net wrote:

  On 6/24/2014 7:34 PM, LizR wrote:

   This has a few interesting corollaries, ISTM.

  1. It hints that there might be a way to distinguish the pilot wave
 interpretation of QM from the rest, which could be handy


 I doubt that since Bohmian QM is just another way of writing Schrodinger's
 equation.  Bohm gave it a certain interpretation different from Bohr's, but
 mathematically they must be the same.


There's no need to doubt it, it's mentioned in the paper so just read it
and comment on it directly.

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RE: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread John Ross
We do not need a mathematical proof that before there was anything anywhere, 
there was nothing. 

 

According to my model of our Universe, everything in our Universe is made from 
an equal number of plus and minus tronnies.  The only property of tronnies is 
their charge of plus or minus e.  Tronnies have no mass.   The sum of all 
tronnies is zero (i.e. nothing).  Tronnies get their charges from Coulomb grids 
that completely fill our Universe.  Coulomb grids are comprised of plus and 
minus speed of light Coulomb waves that also add to zero.  Coulomb force waves 
are the product of tronnies and tronnies are the product of Coulomb force 
waves, all of which add to zero, nothing.  

 

However, our current Universe was not made from nothing.  It was made from the 
recycling of our predecessor Universe most of which was pulled by the gravity 
of a Monster Black which exploded in the Big Bang which created our Universe.  
I have guessed that our Universe is Universe 47 in a series of universes.  I 
have also guessed that the mass of the universes in this series of universes 
doubles with each cycle and that the first universe was the size of our galaxy.

 

In the very beginning before there was anything there must have been nothing, a 
complete vacuum, empty space.

 

I don’t know how but somehow at least a portion of that empty space became 
occupied by tronnies or Coulomb force waves (either one), because Coulomb force 
waves are continually produced by tronnies and tronnies are point focuses of 
Coulomb force waves that extend out from the tronnies at the speed of light 
forever.  Three tronnies make an electron or a positron.  (There are an equal 
number of electrons and positrons in every universe, so they also add to zero.) 
 Two tronnies make an entron.  (The two  tronnies of every entron and all 
entrons, taken as a group, also add to zero.)  Photons are merely entrons 
traveling forward at the speed of light.  Entrons provide all of the mass of 
universes other than that provided by electrons and positrons, which are 
produce and destroyed only in pairs.  An electron and a neutrino entron and two 
positrons make a naked proton.  The naked proton collects gamma ray entrons to 
make nuclei of hydrogen atoms.  Hydrogen atoms are fused in stars to make alpha 
particles and all of the atoms in the periodic table can be made from alpha 
particles, electrons and gamma ray entrons.  Black Holes produce gravity by 
consuming portions of its galaxy and/or other galaxies and destroying protons 
to release their neutrino entrons which escape from the Black Holes to provide 
galactic gravity.  Near the center of each universe, as the universe ages a 
Monster Black Hole will form which will ultimately consume substantially all of 
the Universe with its ever increasing gravity.  Toward the end of the life of 
the universe galaxies from near the outer edges of the universe will be 
accelerated toward the Monster Black Hole at thousands of times the speed of 
light.  The Monster Black Hole will explode in a Big Bang and the last 
remaining Black Holes will pass through the site of the Big Bang to produce the 
inflation of the successor universe.  

 

John Ross

 

From: everything-list@googlegroups.com 
[mailto:everything-list@googlegroups.com] On Behalf Of meekerdb
Sent: Wednesday, June 25, 2014 9:26 AM
To: everything-list@googlegroups.com
Subject: Re: A Mathematical Proof That The Universe Could Have Formed 
Spontaneously From Nothing

 

On 6/24/2014 7:34 PM, LizR wrote:

This has a few interesting corollaries, ISTM.

1. It hints that there might be a way to distinguish the pilot wave 
interpretation of QM from the rest, which could be handy


I doubt that since Bohmian QM is just another way of writing Schrodinger's 
equation.  Bohm gave it a certain interpretation different from Bohr's, but 
mathematically they must be the same.

Brent





2. It hints at eternal inflation (the second bit of support for this in the 
last few months, assuming the BICEP results stand up). EI gives rise to a 
Level 1 multiverse which makes the MWI's multiverse redundant, in a sense.


3. It DOESN'T explain how the universe formed spontaneously from nothing, 
however! It explains how a patch of false vacuum or whatever which obeys the 
Wheeler-deWitt equation could have generated an expanding space-time, and given 
2. there is no need for anything to appear from nothing - we have a steady 
state cosmos, on the largest scale.

On 25 June 2014 12:44, 'Chris de Morsella' via Everything List 
everything-list@googlegroups.com wrote:

Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 -- don't have 
access though -- so here is the write up. Not sure if this has already been 
discussed here or not.

A Mathematical Proof That The Universe Could Have Formed Spontaneously From 
Nothing https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3 

 

 

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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread meekerdb

On 6/25/2014 3:38 PM, LizR wrote:

On 26 June 2014 04:19, meekerdb meeke...@verizon.net 
mailto:meeke...@verizon.net wrote:

A very interesting paper filling out a conjecture by Scott Aaronson and 
similar to
Bruce's analysis but with more detail.  It doesn't so much solve the 
foundational
problem, as usually conceived, as define what FAPP must mean and quantify 
it in
computational terms (instead of probability units as I have proposed).


/Computational solution to quantum foundational problems//
//Arkady Bolotin//
//(Submitted on 30 Mar 2014 (v1), last revised 16 Jun 2014 (this version, 
v6))//
//
//This paper argues that the requirement of applicableness of quantum 
linearity
to any physical level from molecules and atoms to the level of macroscopic
extensional world, which leads to a main foundational problem in quantum 
theory
referred to as the measurement problem, actually has a computational 
character: It
implies that there is a generic algorithm, which guarantees exact solutions 
to the
Schrodinger equation for every physical system in a reasonable amount of 
time
regardless of how many constituent microscopic particles it comprises. From 
the
point of view of computational complexity theory, this requirement is 
equivalent to
the assumption that the computational complexity classes P and NP are 
equal, which
is widely believed to be very unlikely. As demonstrated in the paper, 
accepting the
different computational assumption called the Exponential Time Hypothesis 
(that
involves P!=NP) would justify the separation between a microscopic quantum 
system
and a macroscopic apparatus (usually called the Heisenberg cut) since this
hypothesis, if true, would imply that deterministic quantum and classical
descriptions are impossible to overlap in order to obtain a rigorous 
derivation of
complete properties of macroscopic objects from their microstates.//
//
//Comments: Paper accepted for publication in Physical Science 
International
Journal. Please refer to this (final) version as a reference//
//Subjects: Quantum Physics (quant-ph)//
//Journal reference: Phys. Sci. Int. J. 2014; 4(8): 1145-1157//
//Cite as: arXiv:1403.7686 [quant-ph]//
//  (or *arXiv:1403.7686v6 *[quant-ph] for this version)/

I may have misinterpreted this paper (and god knows I don't have much time to look at 
them in depth) but the impression I got was that some computations are too hard for 
nature to perform in time and this time limit creates the Heisenberg cut. Is that a 
fair summary, or have I messed up again?



That's what I took it to say.

Brent

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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread LizR
On 26 June 2014 11:01, meekerdb meeke...@verizon.net wrote:

  On 6/25/2014 3:38 PM, LizR wrote:

  On 26 June 2014 04:19, meekerdb meeke...@verizon.net wrote:

  A very interesting paper filling out a conjecture by Scott Aaronson and
 similar to Bruce's analysis but with more detail.  It doesn't so much solve
 the foundational problem, as usually conceived, as define what FAPP must
 mean and quantify it in computational terms (instead of probability units
 as I have proposed).


 *Computational solution to quantum foundational problems*
 *Arkady Bolotin*
 *(Submitted on 30 Mar 2014 (v1), last revised 16 Jun 2014 (this version,
 v6))*

 *This paper argues that the requirement of applicableness of quantum
 linearity to any physical level from molecules and atoms to the level of
 macroscopic extensional world, which leads to a main foundational problem
 in quantum theory referred to as the measurement problem, actually has a
 computational character: It implies that there is a generic algorithm,
 which guarantees exact solutions to the Schrodinger equation for every
 physical system in a reasonable amount of time regardless of how many
 constituent microscopic particles it comprises. From the point of view of
 computational complexity theory, this requirement is equivalent to the
 assumption that the computational complexity classes P and NP are equal,
 which is widely believed to be very unlikely. As demonstrated in the paper,
 accepting the different computational assumption called the Exponential
 Time Hypothesis (that involves P!=NP) would justify the separation between
 a microscopic quantum system and a macroscopic apparatus (usually called
 the Heisenberg cut) since this hypothesis, if true, would imply that
 deterministic quantum and classical descriptions are impossible to overlap
 in order to obtain a rigorous derivation of complete properties of
 macroscopic objects from their microstates.*

 *Comments: Paper accepted for publication in Physical Science
 International Journal. Please refer to this (final) version as a reference*
 *Subjects: Quantum Physics (quant-ph)*
 *Journal reference: Phys. Sci. Int. J. 2014; 4(8): 1145-1157*
 *Cite as: arXiv:1403.7686 [quant-ph]*
 *  (or arXiv:1403.7686v6 [quant-ph] for this version)*

   I may have misinterpreted this paper (and god knows I don't have much
 time to look at them in depth) but the impression I got was that some
 computations are too hard for nature to perform in time and this time
 limit creates the Heisenberg cut. Is that a fair summary, or have I messed
 up again?

 That's what I took it to say.

 Interesting. I would think (and I realise that what I think isn't exactly
an infallible guide to what nature is likely to do) that whatever nature
does computationally, we would experience the results at the relevant speed
- so if in platonia or whevever it takes a trillion years to calcaulate one
second of universe-time, we'd just experience the one second. I wouldn't
expect there to be a sort of two speed system.

(But then I drive an automatic... :-)

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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-25 Thread meekerdb

On 6/25/2014 4:05 PM, LizR wrote:

On 26 June 2014 11:01, meekerdb meeke...@verizon.net 
mailto:meeke...@verizon.net wrote:

On 6/25/2014 3:38 PM, LizR wrote:

On 26 June 2014 04:19, meekerdb meeke...@verizon.net
mailto:meeke...@verizon.net wrote:

A very interesting paper filling out a conjecture by Scott Aaronson and 
similar
to Bruce's analysis but with more detail.  It doesn't so much solve the
foundational problem, as usually conceived, as define what FAPP must 
mean and
quantify it in computational terms (instead of probability units as I 
have
proposed).


/Computational solution to quantum foundational problems//
//Arkady Bolotin//
//(Submitted on 30 Mar 2014 (v1), last revised 16 Jun 2014 (this 
version, v6))//
//
//This paper argues that the requirement of applicableness of 
quantum
linearity to any physical level from molecules and atoms to the level of
macroscopic extensional world, which leads to a main foundational 
problem in
quantum theory referred to as the measurement problem, actually has a
computational character: It implies that there is a generic algorithm, 
which
guarantees exact solutions to the Schrodinger equation for every 
physical
system in a reasonable amount of time regardless of how many constituent
microscopic particles it comprises. From the point of view of 
computational
complexity theory, this requirement is equivalent to the assumption 
that the
computational complexity classes P and NP are equal, which is widely 
believed
to be very unlikely. As demonstrated in the paper, accepting the 
different
computational assumption called the Exponential Time Hypothesis (that 
involves
P!=NP) would justify the separation between a microscopic quantum 
system and a
macroscopic apparatus (usually called the Heisenberg cut) since this
hypothesis, if true, would imply that deterministic quantum and 
classical
descriptions are impossible to overlap in order to obtain a rigorous 
derivation
of complete properties of macroscopic objects from their microstates.//
//
//Comments: Paper accepted for publication in Physical Science
International Journal. Please refer to this (final) version as a 
reference//
//Subjects: Quantum Physics (quant-ph)//
//Journal reference: Phys. Sci. Int. J. 2014; 4(8): 1145-1157//
//Cite as: arXiv:1403.7686 [quant-ph]//
//  (or *arXiv:1403.7686v6 *[quant-ph] for this version)/

I may have misinterpreted this paper (and god knows I don't have much time 
to look
at them in depth) but the impression I got was that some computations are 
too hard
for nature to perform in time and this time limit creates the Heisenberg 
cut. Is
that a fair summary, or have I messed up again?

That's what I took it to say.

Interesting. I would think (and I realise that what I think isn't exactly an infallible 
guide to what nature is likely to do) that whatever nature does computationally, we 
would experience the results at the relevant speed - so if in platonia or whevever it 
takes a trillion years to calcaulate one second of universe-time, we'd just experience 
the one second. I wouldn't expect there to be a sort of two speed system.


(But then I drive an automatic... :-)



Yeah, it seems to assume a computational time which is a limited resource and is related 
to the physical time as measured by fields and particle motion.


Brent

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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-24 Thread 'Chris de Morsella' via Everything List
Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 -- don't have 
access though -- so here is the write up. Not sure if this has already been 
discussed here or not.
A Mathematical Proof That The Universe Could Have Formed Spontaneously From 
Nothing

 
   A Mathematical Proof That The Universe Could Have Fo...
Cosmologists assume that natural quantum fluctuations allowed the Big Bang to 
happen spontaneously. Now they have a math…  
View on medium.com Preview by Yahoo  

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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-24 Thread LizR
This item in further reading looks interesting too

https://medium.com/the-physics-arxiv-blog/7ef5eea6fd7a

(Not that I'm not busy here at work...[?] )


On 25 June 2014 12:44, 'Chris de Morsella' via Everything List 
everything-list@googlegroups.com wrote:

 Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 --
 don't have access though -- so here is the write up. Not sure if this has
 already been discussed here or not.
 A Mathematical Proof That The Universe Could Have Formed Spontaneously
 From Nothing https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
 [image: image] https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
 A Mathematical Proof That The Universe Could Have Fo...
 https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
 Cosmologists assume that natural quantum fluctuations allowed the Big Bang
 to happen spontaneously. Now they have a math…
 View on medium.com
 https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3
 Preview by Yahoo

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Re: A Mathematical Proof That The Universe Could Have Formed Spontaneously From Nothing

2014-06-24 Thread LizR
This has a few interesting corollaries, ISTM.

1. It hints that there might be a way to distinguish the pilot wave
interpretation of QM from the rest, which could be handy

2. It hints at eternal inflation (the second bit of support for this in the
last few months, assuming the BICEP results stand up). EI gives rise to a
Level 1 multiverse which makes the MWI's multiverse redundant, in a sense.

3. It DOESN'T explain how the universe formed spontaneously from nothing,
however! It explains how a patch of false vacuum or whatever which obeys
the Wheeler-deWitt equation could have generated an expanding space-time,
and given 2. there is no need for anything to appear from nothing - we have
a steady state cosmos, on the largest scale.

On 25 June 2014 12:44, 'Chris de Morsella' via Everything List 
 everything-list@googlegroups.com wrote:

 Interesting synopsis of a paper on http://arxiv.org/abs/1404.1207 --
 don't have access though -- so here is the write up. Not sure if this has
 already been discussed here or not.
 A Mathematical Proof That The Universe Could Have Formed Spontaneously
 From Nothing https://medium.com/the-physics-arxiv-blog/ed7ed0f304a3



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