________________________________
De: mailman-boun...@listas.unizar.es [mailman-boun...@listas.unizar.es] en 
nombre de Jerry LR Chandler [jerry_lr_chand...@me.com]
Enviado el: domingo, 02 de febrero de 2014 6:33
Para: fis-ow...@listas.unizar.es
Asunto: Re: Encoding and Decoding information



From: Jerry LR Chandler 
<jerry_lr_chand...@mac.com<mailto:jerry_lr_chand...@mac.com>>
Subject: Encoding and Decoding information
Date: February 1, 2014 11:30:44 PM CST
To: fis@listas.unizar.es<mailto:fis@listas.unizar.es>



List

John writes:

Sometimes ignored in the mathematics of Shannon's approach are the coding and 
decoding steps, which he does not put in mathematical form, but appear in his 
diagrams.

John, I think your remark goes to the very heart of the problems of foundations 
of information sciences.

I heartily concur.

I would add a couple of brief comments on why this is such a profoundly 
difficult problem.  Over the years, I have attempted to induce a conversation 
here on FIS on the coding problems, to no avail. I am delighted to learn of 
your interest in it. Problems of this depth strain our individual and 
collective resources.

At the root of the problem, from my perspective, is the very notion of "codes". 
In the absence of direct sensory communication, all human communication is by 
artifacts, symbol systems invented and used by individuals.  A priori, all 
symbol systems, as human artifacts, must be learned anew by each passing 
generation. As human inventions, no necessity for consistency exists. They are 
intrinsically unstable. Ever human being tends to adapt their own perspectives 
on the meaning, if any, of a particular code.

The two exceptions are the codes for mathematics and chemistry. The rigid 
structure of number systems and arithmetic operations is sufficient to preserve 
the foundation codes of arithmetic for millennia, since the Sumerians, yet 
flexible enough to allow steady expansions of meanings of new symbols.  The 
code of chemistry is grounded in physical atomism. Natural elements are rigidly 
defined in terms of properties that appear to be stable for millions/billions 
of years

Thus, as social communities, the mathematicians and the chemists communicate 
very effectively within their own symbol systems. But no formal logic exists 
which match the meanings of these two coding systems.

Other communities, for example, philosophy and political and economic and music 
and religion and ... have deep problems in establishing consistent encoding and 
decoding pathways. The nature of encoding and decoding severely limit the 
discourse in bio-semiotics and make communication extremely difficult. The many 
conundrums in bio-semiotics are often merely mis-codings of natural processes.

In my own lifelong work on biological mutations as changes of the biological 
encoding of information, I have encountered conundrums of encoding and decoding 
in its many molecular biological forms. It appears to involve many forms of 
differential equations.

IMO, An understanding of the processes of encoding and decoding is essential to 
the understanding of the foundations of information sciences.

A trivial example of the perplexities of encoding and decoding are the 
relationships among computer languages, an area that Ted Gorenson has focused a 
lot of attention and who I have learned much from.

Cheers

Jerry






On Feb 1, 2014, at 5:09 AM, 
fis-requ...@listas.unizar.es<mailto:fis-requ...@listas.unizar.es> wrote:

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Today's Topics:

  1. Re: The Interaction Man (John Collier)
  2. Re: The Interaction Man & Cognitive Informatics
     (Gordana Dodig-Crnkovic)

From: John Collier <colli...@ukzn.ac.za<mailto:colli...@ukzn.ac.za>>
Subject: Re: [Fis] The Interaction Man
Date: February 1, 2014 12:26:09 AM CST
To: Bob Logan <lo...@physics.utoronto.ca<mailto:lo...@physics.utoronto.ca>>
Cc: "fis@listas.unizar.es<mailto:fis@listas.unizar.es>" 
<fis@listas.unizar.es<mailto:fis@listas.unizar.es>>


Bob,

Sometimes ignored in the mathematics of Shannon's approach are the coding and 
decoding steps, which he does not put in mathematical form, but appear in his 
diagrams.

There has been some work in this area, the best of which I think to be 
Information Flow by Barwise and Seligman. It is a difficult book, and could 
have been a lot more clear. In any case there is a potential solution to the 
coding issue in the idea of infomorphisms being relations between two sets of 
classifications. The classifications don't have to be the same for information 
transfer, but they do have to satisfy certain conditions. The work is grounded 
in work in the 30s by engineers looking at distributed systems. My 
understadning is that there is a group at Stanford working on reconciling this 
approach with Shannon, but I haven't heard anything from them recently. Ted 
Gorenson, who was on fis some time ago, was giving reports. I have been making 
some progress of my own here, on the specific problem from my PhD thesis on 
commensurability across scientific theories with differing classifications. I 
have given a few talks on this, and will give a more advanced one at a meeting 
on New Approaches to Scientific Realism near Cape Town in August. 
Unfortunately, what initially looked promising is now leading me to some 
serious doubts about whether information transferred from one theoretical 
context to another can solve the problem, and I am going back to my thesis 
hypothesis that pragmatics are required to solve the problem, and that this 
cannot be formalized (the basis of a couple of papers I have on pragmatics -- 
the formal pragmatists really don't like it) I have done with a former student.

Sorry for the vagueness, but this is not an easy problem, and to go into more 
detail would take far too much space right now.

Incidentally, I had a massive hard drive problem, and lost much of my in box, 
hence the late reply. I hope it is still useful.

John

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