Re: On Russell's Derivation of Quantum Mechanics

2008-04-28 Thread Russell Standish

On Sat, Apr 19, 2008 at 08:13:01AM -0700, Youness Ayaita wrote:
 
 I have elaborated a comprehensive analysis of Russell's derivation of
 quantum mechanics; the article can be found online on my homepage:
 
 http://www.rzuser.uni-heidelberg.de/~yayaita/Russell_Derivation_QM.pdf
 

I have posted Youness's original critique, and my response to the files
area of Googlegroups
(http://groups.google.com.au/group/everything-list/files?hl=en). We
need to do this, as the mathematical notation is too heavy for plain email.

In summary, I would say that Youness raises a couple of interesting
points, and trips over a couple of areas where I have been careless
with notation or omitted some explanation. Hopefully, my explanations
will make this clearer. I look foward to further comments from people,
and a vigourous discussion (albeit via this email list).

Cheers

-- 


A/Prof Russell Standish  Phone 0425 253119 (mobile)
Mathematics  
UNSW SYDNEY 2052 [EMAIL PROTECTED]
Australiahttp://www.hpcoders.com.au


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RE: On Russell's Derivation of Quantum Mechanics

2008-04-27 Thread Hal Ruhl

Hi Youness/Russell:

I am very interested in this thread.

Russell:

In our last conversation you got me to look at my completeness resolution
driven transitions in the evolution of my Somethings [universes] as
information processing. 

From that point, if I alter the transition slightly and make it an influx of
information from the rest of the Everything that enables resolution of some
of the incompleteness rather than directly resolving it then a selection
process on this new information is required to complete the resolution
process. While many selection processes may be possible an anthropic one
seems to fit some of the circumstances of our universe. 

I now seem to have covered the basic outputted aspects of your approach [I
think], but with just one [as far as I can tell] postulate:

There is an ALL [the complete ensemble of divisors [information] and its
own divisions [collections of information]] that contains as two of its
divisions the Everything and the Nothing.

From this using the inherent incompleteness- [the duration meaningful
question] - and no selection - [no net information in the ALL] properties
of these structures I extract the components: time, variation, selection
[anthropic included], heritability, prediction, communication, evolution,
filters. 

My approach seems to get to a similar place by a simpler path.

So I hope the derivation of quantum mechanics is also there, unfortunately I
do not have the background to aid the construction of the derivation in much
of a mathematical way.

Youness:

Regarding your comments on page 4 of your analysis:

I appear to have been able to derive the necessity for a selection process
within an evolving universe.  By the global no selection rule for the ALL
the type of process is not restricted. Therefore from this derivation
consciousness is not a requirement in order to have a process but may be
present. Also from this derivation, the process is an inseparable part of
the system.

Hal Ruhl   

-Original Message-
From: [EMAIL PROTECTED]
[mailto:[EMAIL PROTECTED] On Behalf Of Russell Standish
Sent: Sunday, April 20, 2008 6:31 PM
To: [EMAIL PROTECTED]
Subject: Re: On Russell's Derivation of Quantum Mechanics


Hi Youness,

Thanks for this, it is very impressive. You have gone into this in far
more depth than the referees of the Why Occams Razor paper. I will
respond to this soon, but rather than shoot from the hip, I'll take
some time to respond thoughtfully.

As for not proclaiming scientific revolutions, I sort of do that in
http://www.hpcoders.com.au/docs/revolution.pdf , which I wrote for the
centenary of Planck's revolutionary paper ushering in quantum
mechanics. It is basically an op ed where I noticed the similarities
between my approach, Bruno's and Roy Frieden's approaches, and
concluded that a scientific revolution was indeed in the
offing. Unfortunately, that article didn't get much airtime, which I
suspect says more about inherent media biases than anything else.

Nevertheless, if the argument I presented stands up, it is very
important, so it requires rigorous scrutiny. Extraordinary claims
requires extraordinary evidence, as the late AC Clarke would
say. Thank you for getting the ball rolling on this.



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Re: On Russell's Derivation of Quantum Mechanics

2008-04-21 Thread Günther Greindl

Hi Russell,

 and Roy Frieden's approaches, and

have you read Cosma Shalizi's review of Frieden's book?

http://www.cscs.umich.edu/~crshalizi/reviews/physics-from-fisher-info/

I am not familiar with Frieden's Theory, but I know that Shalizi's 
reviews are well founded.

Regards,
Günther

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Re: On Russell's Derivation of Quantum Mechanics

2008-04-20 Thread Russell Standish

Hi Youness,

Thanks for this, it is very impressive. You have gone into this in far
more depth than the referees of the Why Occams Razor paper. I will
respond to this soon, but rather than shoot from the hip, I'll take
some time to respond thoughtfully.

As for not proclaiming scientific revolutions, I sort of do that in
http://www.hpcoders.com.au/docs/revolution.pdf , which I wrote for the
centenary of Planck's revolutionary paper ushering in quantum
mechanics. It is basically an op ed where I noticed the similarities
between my approach, Bruno's and Roy Frieden's approaches, and
concluded that a scientific revolution was indeed in the
offing. Unfortunately, that article didn't get much airtime, which I
suspect says more about inherent media biases than anything else.

Nevertheless, if the argument I presented stands up, it is very
important, so it requires rigorous scrutiny. Extraordinary claims
requires extraordinary evidence, as the late AC Clarke would
say. Thank you for getting the ball rolling on this.

On Sat, Apr 19, 2008 at 08:13:01AM -0700, Youness Ayaita wrote:
 
 I have elaborated a comprehensive analysis of Russell's derivation of
 quantum mechanics; the article can be found online on my homepage:
 
 http://www.rzuser.uni-heidelberg.de/~yayaita/Russell_Derivation_QM.pdf
 
 An extract:
 
 1. Point of Departure
 
 In his article Why Occam's Razor and in appendix D of his book
 Theory of Nothing, Russell presents a derivation of the postulates
 that underly quantum mechanics based on the theory of the Everything
 ensemble. In usual treatments of quantum mechanics that can be found
 in various textbooks, these postulates aren't justified on any deeper
 level. Though, there have been considerable efforts (mostly linked to
 the Everett interpretation, also called many-worlds or relative
 state interpretation) to explain the apparent validity of the
 postulates describing the collapse of the wavefunction starting from
 the no-collapse postulates. Recent contributions have been published
 by Wallace and Zurek. But Russell goes even much further: He also
 derives the core of quantum mechanics, its no-collapse postulates,
 using the theory of the Everything ensemble and a few assumptions.
 
 If Russell is right, then his derivation is a great and to date
 unrivalled highlight of our efforts for justifying the theory of the
 Everything ensemble. Aspects of the structure of our world are
 explained by reason alone without referring to experiments---this
 could be the first great achievement of what I call rationalist
 physics. His work induces Russell to be enthusiastic: referring to
 Feynman's famous statement that nobody understands quantum
 mechanics'', Russell writes in chapter 7 of his book: I can now say
 that I understand quantum mechanics.'' and he summarizes Quantum
 mechanics is simply a theory of observation!''
 
 The significance of Russell's claim cannot be overrated. And I do hope
 that he is right. Nonetheless, I elaborate a thorough criticism of his
 derivation. If Russell can disprove my objections (and I hope he
 will), my criticism will contribute to a clarification of several
 issues. If my criticism holds, then it is up to all of us to improve
 Russell's approach or to suggest completely new ideas. So, I invite
 all of you to participate actively in the discussion that will follow.
 
 I will outline Russell's derivation step by step. My presentation
 sticks closely to appendix D of Russell's book. I slightly changed
 notations in order to avoid confusions.
 
 
 Regards, Youness Ayaita
 
-- 


A/Prof Russell Standish  Phone 0425 253119 (mobile)
Mathematics  
UNSW SYDNEY 2052 [EMAIL PROTECTED]
Australiahttp://www.hpcoders.com.au


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