[peirce-l] SLOW READ: THE RELEVANCE OF PEIRCEAN SEMIOTIC TO COMPUTATIONAL INTELLIGENCE AUGMENTATION

2011-12-03 Thread Skagestad, Peter
I am now opening the slow read of Joe Ransdell’s paper ‘The Relevance of 
Peircean Semiotic to Computational Intelligence Augmentation’, the final paper 
in this slow read series. I realize that Steven’s slow read is still in 
progress, but we have had overlapping reads before.

Since we are conducting these reads to commemorate Joe, I will open with some 
personal reminiscences. In the fall of 1994, I bought the first modem for my 
home computer, a Macintosh SE-30. At about the same time I received a 
hand-written snail-mail letter from my erstwhile mentor the psychologist Donald 
Campbell, who had just returned from Germany, where he had met with Alfred 
Lange, who told him about an online discussion group devoted to Peirce’s 
philosophy. Campbell was not himself very interested in Peirce, but he knew I 
was, and so passed the information along. And so I logged on to Peirce-L.

My connection was very primitive. I used a dial-up connection to U Mass 
Lowell’s antiquated VAX computer, which I had to access in terminal-emulation 
mode, whereby my Macintosh mimicked a dumb terminal for the VAX, which ran the 
VMS (Virtual Memory System) operating system and VMS Mail (later replaced with 
the somewhat more user-friendly DECmail). It was extremely awkward to use, but 
it was free.

I had never met Joe Ransdell before – I only ever met him face to face once – 
although we knew of each other’s work. Joe immediately caught on to my 
difficulties in navigating VMS, and coached me patiently in the technical side 
of things offline, while constantly prodding and encouraging my participation 
in the online discussion. While never leaving one in doubt of his own opinions, 
Joe consistently stimulated and nurtured an open and critical, yet at the same 
time nonjudgmental exchange of ideas and opinions. The intellectual environment 
Joe created was an invaluable aid to me in developing my ideas on intelligence 
augmentation and the relevance of Peircean semiotic thereto.

Now to the paper, available on the Arisbe site at 
http://www.cspeirce.com/menu/library/aboutcsp/ransdell/ia.htm. It is the 
longest paper in the slow read – 30 single-spaced pages plus notes – and 
December tends to be a short month, as many listers will no doubt be too busy 
with other things to pay much attention to Peirce-L in the final week or so of 
the month. My feeling is that we will probably only be able to hit the high 
points, but we will see how it goes. Since this is the last slow read in the 
series, we can also go on into January, should there be sufficient interest. I 
should add that the paper generated considerable discussion on the list when 
Joe first posted it about a decade ago; I do not know how many current listers 
were around at the time, but I believe both Gary Richmond and Jon Awbrey took 
active part in the discussion.

As I see it, the paper falls into four parts. The first part – roughly one 
fourth of the paper – sets out the concept of computational intelligence 
augmentation as articulated in three published papers of mine, along with some 
reservations/revisions of Joe’s. The second part adumbrates the 
Peircean/Deweyan conception of inquiry, the third part examines Ginsparg’s 
publication system as a model of intelligence augmentation, and the fourth part 
examines the role of peer review in inquiry, sharply distinguishing editorially 
commissioned review from what Joe understands proper peer review to consist in.

Personally, I shall naturally have most to say about the first part. This does 
not mean that I think the list discussion ought to focus on this part, at the 
expense of the other parts. This is decidedly not my view. But given the 
attention Joe devotes to my work, I think the most valuable contribution I 
personally can make here is commenting on, and engaging in discussion on, what 
Joe has to say about my work.

I am not here going to rehash Joe’s admirable and scrupulously fair 
recapitulation of my writings on intelligence augmentation – although people 
may, of course, want to raise questions/comments about this or that point in 
his recapitulation. What I propose to do in this initial post is make a few 
introductory comments on intelligence augmentation, offer my take on Joe’s 
differences with my articulation, and then propose a few questions for list 
discussion – in full awareness that other listers may find other questions to 
pose that may be as worthy or worthier of discussion.

JR: “Peter Skagestad – philosopher and Peirce scholar – identifies two distinct 
programming visions that have animated research into computationally based 
intelligence which he labels, respectively, as: “Artificial Intelligence” or 
“AI” and “Intelligence Augmentation” or “AI”. The aim of the present paper is, 
first, to describe the distinction between these two type of computational 
intelligence research for the benefit of those who might not be accustomed to 
recognizing these as co-ordinate parts of it, and 

[peirce-l] “The Relevance Of Peircean Semiotic To Computational Intelligence Augmentation”

2011-12-03 Thread Jon Awbrey

Peter, Peircers, ...

How exciting to return to this topic !

Seeing as how this falls within my chief area of interest for the
past several decades I would like to archive the full discussions
at the old Arisbe-Dev List and also at the Inquiry List that I've
been using to collect my musements on cabbages and kings, et alia,
both of which lists Elijah Wright set up and currently maintains.
So if no one has any objection, I will just go ahead and do that?

Regards,

Jon

CC: Arisbe, Inquiry, Peirce List

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Re: [peirce-l] “The Relevance Of Peircean Semiotic To Computational Intelligence Augmentation”

2011-12-03 Thread Skagestad, Peter
I personally have no objection.

Peter


From: Jon Awbrey [jawb...@att.net]
Sent: Saturday, December 03, 2011 1:26 PM
To: Skagestad, Peter; Arisbe List; Inquiry List
Cc: PEIRCE-L@LISTSERV.IUPUI.EDU
Subject: “The Relevance Of Peircean Semiotic To Computational Intelligence 
Augmentation”

Peter, Peircers, ...

How exciting to return to this topic !

Seeing as how this falls within my chief area of interest for the
past several decades I would like to archive the full discussions
at the old Arisbe-Dev List and also at the Inquiry List that I've
been using to collect my musements on cabbages and kings, et alia,
both of which lists Elijah Wright set up and currently maintains.
So if no one has any objection, I will just go ahead and do that?

Regards,

Jon

CC: Arisbe, Inquiry, Peirce List

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inquiry list: http://stderr.org/pipermail/inquiry/
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Re: [peirce-l] SLOW READ: THE RELEVANCE OF PEIRCEAN SEMIOTIC TO COMPUTATIONAL INTELLIGENCE AUGMENTATION

2011-12-03 Thread Gary Fuhrman
Peter, re the question you raise here ...

 

JR: “In developing Skagestad’s conception further in the direction indicated I 
also ground this in Peirce’s dictum, but I do so by making explicit a different 
(but complementary) implication of the same Peircean dictum, namely that all 
thought is dialogical. (JR’s emphasis)”

 

PS: A footnote indicates that I agree with this, which I do, but I want to 
raise the question whether this implication is actually ever made explicit by 
Peirce himself. Signs presuppose interpretation, and interpretation presupposes 
interpreters, which is made very explicit by Josiah Royce in his most Peircean 
writings, but did Peirce himself make this explicit? I am not saying he did 
not, but I am curious about references.

 

CP 4.551 (the 1906 “Prolegomena”):

[[[ Admitting that connected Signs must have a Quasi-mind, it may further be 
declared that there can be no isolated sign. Moreover, signs require at least 
two Quasi-minds; a Quasi-utterer and a Quasi-interpreter; and although these 
two are at one (i.e., are one mind) in the sign itself, they must nevertheless 
be distinct. In the Sign they are, so to say, welded. Accordingly, it is not 
merely a fact of human Psychology, but a necessity of Logic, that every logical 
evolution of thought should be dialogic. ]]]

 

I think that comes pretty close to JR’s statement.

 

Gary F.

 

www.gnusystems.ca/Peirce.htm }{ gnoxic studies: Peirce

 

 


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[peirce-l] TITLES OF POSTS

2011-12-03 Thread Benjamin Udell
List,

Gary and I have a request to people replying in a slow read: that people please 
do not change the titles of posts replying _in_ the slow read. The single 
automatic Re: is good (don't delete it!) but please change nothing else - the 
letter case, the wording, etc., of the post's title. The previous slow read did 
get splintered via post titles.

Our request is for the sake of _most simply and easily_ keeping together the 
posts that belong in the slow-read thread, not only in current archives, but 
also in people's email programs when they sort by email title, and in currently 
unknown future archives. We can't count on every store of thread posts having 
the power to make all the proper thread connections independently of post 
titles. 

Best regards, 
Ben Udell and Gary Richmond

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Re: [peirce-l] SLOW READ: On the Paradigm of Experience Appropriate for Semiotic

2011-12-03 Thread Gary Richmond
Ben, list,

Thanks for this interesting and, personally, highly valuable post. Just
one point for now regarding the relationship between mathematics and
reality. You quote Peirce (from CP 5.567):

CSP: The pure mathematician deals exclusively with hypotheses. Whether
or not there is any corresponding real thing, he does not care. His
hypotheses are creatures of his own imagination; but he discovers in
them relations which surprise him sometimes. A metaphysician may hold
that this very forcing upon the mathematician's acceptance of
propositions for which he was not prepared, proves, or even constitutes,
a mode of being independent of the mathematician's thought, and so a
_reality_. 

And comment:

BU: Hence a metaphysician, and I'd say especially one with a
pragmaticist view, would indeed say that mathematics is about the real,
the real defined as that which is independently of particular minds or
gatherings of minds but would be discovered by enough investigation. For
my part, I'd say that it's the real in that very aspect for which the
transformative imagination is the cognitive access - the mathematical
sense. Insofar as mathematics far precedes metaphysics, Gary Richmond
suggests a _metaphysica utens_ (I talked to him the other day) in the
case of those pure mathematicians who think that they're studying
something real, something objective and discoverable. He's discussed
_metaphyica utens_ on peirce-l in the past.

GR: I'm not sure I've discussed *metaphysica utens* on the list,
although it is possible as I've been thinking about it for some time. I
am, however, certain that I have written here not infrequently on the
distinction between *logica utens* and *logica docens* (==logic as
semeiotic, for Peirce), and a while back I extrapolated from that
distinction to a possible one distinguishing Peirce's science of
metaphysics (*metaphysica docens*) from our ordinary sense of reality
preceding metaphysical investigation, a *metaphysical utens*. 

Although it certainly applies to mathematics in the way in which you
argued in your post, I was thinking much more generally. Of, if I was
reflecting on this in relation to any particular scientific fields, it
was principally about those sandwiched between mathematics and
metaphysics. At the Semiotic Society of America conference this past
October I revisited that possible distinction as a way of responding to
a presentation by Anthony Kreider, On Peirce and the Relations Between
Logic and Metaphysics. Kreider argued that since Peirce makes numerous
metaphysical assumptions before he tackles logic as semeiotic, that
metaphysics should be placed before logic in the classification of
sciences. In the Q  A I remarked that since Peirce maintains that we
necessarily enter inquiry *in media res*, that our as yet uncriticized
(or not fully analyzed and criticized) notions of reasoning and reality
are always already with us until they've been clarified and corrected
through our inquiries, our logical inquiries necessarily preceding our
metaphysical ones (if we're not to botch the metaphysical ones for lack
of a rigorous logic). 

But, again, this argument applies as well to mathematics at least in the
sense of CP 2.778 which you also quoted in your message:

CSP: Fallacies in pure mathematics have gone undetected for many
centuries. It is to ideal states of things alone -- or to real things as
ideally conceived, always more or less departing from the reality --
that deduction applies.

Best,

Gary R.


Gary Richmond
Philosophy and Critical Thinking
Communication Studies
LaGuardia College of the City University of New York
E202-O
718 482-5700

*** *** *** ***
 Benjamin Udell  12/02/11 4:31 PM 
Gary F., list,

You're welcome! 

You wrote:
   Abstraction (in the sense above) obviously has its uses in the
process of learning from experience, but not to the degree that it can
*replace* experience. My guess is that this is the same issue that
Irving and others have been dealing with in this thread with regard to
“formalism”, but not being a mathematician, i don't always follow their
idiom. 
I'm not a mathematician either, and Irving can correct me if he wants to
plow through my prose, but I agree that the issue is related. There's a
related issue of model theorists and semanticists, versus proof
theorists, who are more like formalists. Model theorists and
semanticists see formal languages as being _about_ subject matters which
are 'models' for the formalism. Somebody once told me that when I say
that, in a deduction, the premisses validly imply the conclusions,
that's proof-theoretic in perspective, but when I say that, in a
deduction, if the premisses are true then the conclusion is true, that's
model-theoretic in perspective. Peirce is usually classed on the model
theorist/semanticist side, and Goedel's aim is said to have been to show
that mathematics can't be regarded as pure formalism, a show about
nothing. Proof theorists and formalists are more inclined to see math as

[peirce-l] UNSUBSCRIBE PIERCE PLEASE

2011-12-03 Thread Ana da Cunha
Hello,

I would like to ask you to unsubscribe me from PIERCE LIST,

Thank you,

My best regards,


Ana da Cunha

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Re: [peirce-l] SLOW READ: THE RELEVANCE OF PEIRCEAN SEMIOTIC TO COMPUTATIONAL INTELLIGENCE AUGMENTATION

2011-12-03 Thread Gary Richmond
Peter, list,

I began my paper, Trikonic Inter-Enterprise Architectonic,
http://www.cspeirce.com/menu/library/aboutcsp/richmond/trikonic_architectonic.pdf
thus:

Peter Skagestad in “'The Mind's Machines: The Turing Machine, the Memex,
and the Personal Computer” considers the history of Artificial
Intelligence (AI) in relation to Intelligence Augmentation (IA) and
concludes that the American scientist, logician and philosopher, Charles
S. Peirce, provided a theoretical basis for IA analogous to Turing’s for
AI. Besides being keenly interested in the possibility of the evolution
of human consciousness as such, Peirce seems even to have anticipated
Doug Engelbart’s notion of the co-evolution of man and machine. In
another paper on ‘virtuality’ as a central concept in Peirce’s
pragmatism Skagestad goes so far as to suggest that “in Peirce's thought
. . . we find the most promising philosophical framework available for
the understanding and advancement of the project of augmenting human
intellect through the development and use of virtual technologies”  [GR:
a footnote here place reads: Skagestad notes, however, that for Peirce
“reasoning in the fullest sense of the word could not be represented
by an algorithm, but involved observation and experimentation as
essential ingredients].

I have very much looked forward to this particular slow read. As you may
or may not know, I have been much influenced by especially those three
papers of yours on Arisbe to which you referred. Before I comment
further, is there anything in the above passage which you would say
needs correction or where you yourself have somewhat modified your
position? 

Best,

Gary R.


Gary Richmond
Philosophy and Critical Thinking
Communication Studies
LaGuardia College of the City University of New York
E202-O
718 482-5700

*** *** *** ***
 Skagestad, Peter  12/03/11 11:56 AM 
I am now opening the slow read of Joe Ransdell’s paper ‘The Relevance of
Peircean Semiotic to Computational Intelligence Augmentation’, the final
paper in this slow read series. I realize that Steven’s slow read is
still in progress, but we have had overlapping reads before.

Since we are conducting these reads to commemorate Joe, I will open with
some personal reminiscences. In the fall of 1994, I bought the first
modem for my home computer, a Macintosh SE-30. At about the same time I
received a hand-written snail-mail letter from my erstwhile mentor the
psychologist Donald Campbell, who had just returned from Germany, where
he had met with Alfred Lange, who told him about an online discussion
group devoted to Peirce’s philosophy. Campbell was not himself very
interested in Peirce, but he knew I was, and so passed the information
along. And so I logged on to Peirce-L.

My connection was very primitive. I used a dial-up connection to U Mass
Lowell’s antiquated VAX computer, which I had to access in
terminal-emulation mode, whereby my Macintosh mimicked a dumb terminal
for the VAX, which ran the VMS (Virtual Memory System) operating system
and VMS Mail (later replaced with the somewhat more user-friendly
DECmail). It was extremely awkward to use, but it was free.

I had never met Joe Ransdell before * I only ever met him face to face
once * although we knew of each other’s work. Joe immediately caught on
to my difficulties in navigating VMS, and coached me patiently in the
technical side of things offline, while constantly prodding and
encouraging my participation in the online discussion. While never
leaving one in doubt of his own opinions, Joe consistently stimulated
and nurtured an open and critical, yet at the same time nonjudgmental
exchange of ideas and opinions. The intellectual environment Joe created
was an invaluable aid to me in developing my ideas on intelligence
augmentation and the relevance of Peircean semiotic thereto.

Now to the paper, available on the Arisbe site at
http://www.cspeirce.com/menu/library/aboutcsp/ransdell/ia.htm. It is the
longest paper in the slow read * 30 single-spaced pages plus notes * and
December tends to be a short month, as many listers will no doubt be too
busy with other things to pay much attention to Peirce-L in the final
week or so of the month. My feeling is that we will probably only be
able to hit the high points, but we will see how it goes. Since this is
the last slow read in the series, we can also go on into January, should
there be sufficient interest. I should add that the paper generated
considerable discussion on the list when Joe first posted it about a
decade ago; I do not know how many current listers were around at the
time, but I believe both Gary Richmond and Jon Awbrey took active part
in the discussion.

As I see it, the paper falls into four parts. The first part * roughly
one fourth of the paper * sets out the concept of computational
intelligence augmentation as articulated in three published papers of
mine, along with some reservations/revisions of Joe’s. The second part
adumbrates the 

Re: [peirce-l] SLOW READ: On the Paradigm of Experience Appropriate for Semiotic

2011-12-03 Thread Jerry LR Chandler
Gary, Ben, Steven, List:

With regard to alternative interpretations of Steven's philosophy, a few 
further comments appear to be called for.

Ben, while I admire your faithfulness to Peircean text, I do think that we must 
constantly keep in mine that between 100 and 150 years have past sense CSP 
wrote.  During this time, the sciences and mathematics have created new meaning 
for many.many, many terms that CSP used.  Knowledge of the history of science 
becomes a key element in interpreting CSP views.



 Experience.  One way to get a handle on what Joe is saying about experience 
 and the empirical is Peirce's emphasis on mathematics as experimentation on 
 diagrams. The result of this in Peircean discussions on peirce-l that I've 
 noticed, is an avoidance of the phrase 'empirical science.' Special sciences 
 (physical, chemical, biological, human/social) involve reliance on _special_ 
 classes of experience, _special_ experiments, to study _special_ classes of 
 positive phenomena. The title of the book _The Mathematical Experience_ is 
 entirely congenial to the Peircean outlook. Cenoscopic philosophy, in 
 Peirce's view, deals with positive phenomena in general, not by special 
 classes. I once found Peirce discussing what he meant by positive but 
 unfortunately I didn't make a note of it. I don't recall Peirce anywhere 
 saying that mathematics studies 'hypothetical phenomena' or something like 
 that. But he does see experimentation and experience in mathamatics, in its 
 study - there are all kinds of things in mathematics that one cannot make do 
 whatever one wishes.

The archaic term special sciences has little if any meaning in the structure 
of science today. I wonder what you are seeking to communicate by repeating the 
notion of special in this context?


  
 As regards Peirce's use of the word 'object,' one could call it a fancy word 
 for 'thing.' 

The modern usage of object, either mathematical or philosophical, is, in my 
opinion, remote from the notion of thing.  In the modern sciences a thing is 
marked by its properties - categorized in terms of the systems of units and 
measured in terms the same system of units. CSP refers to these as qualisigns 
 and, if the reference is specific, to sinsign (inferring indexical 
representation.)
 

 It's a semi-technical term for 'thing' and indicates that one is speaking at 
 least somewhat formally, while the word 'thing' indicates a minimum of 
 formality of reference. 'Object' can refer to anything that one can think of, 
 anything that one can discuss. It can be a countable object or it can be 
 stuff (a term which some philosophers embraced at some time during the 20th 
 Century). It can fictive, like Prince Hamlet. It's a very bare conception - 
 hard to say how it differs from _ens_.

While this listing is useful, it misses the basic point.  That is, a 
philosophical object or a mathematical object does not carry the notion of 
necessity of measurable properties - such as mass, volume, length, density and 
so forth. When CSP, in his primitive triad, wrote of Things - Representation - 
Form, he did not include the term 'object' as it fails the representational 
quality. 

Thus I think Gary wrote a very perceptive analysis of the original posting. 

Cheers

Jerry




  
 - Original Message -
 From: Gary Fuhrman
 To: PEIRCE-L@LISTSERV.IUPUI.EDU
 Sent: Tuesday, November 29, 2011 11:51 AM
 Subject: Re: [peirce-l] SLOW READ: On the Paradigm of Experience Appropriate 
 for Semiotic
  
 Steven, i had to read through your post three times before venturing a reply, 
 because i couldn't believe that you would actually interpret JR's paper -- 
 and the most straightforward part of it, at that -- as saying the opposite of 
 what it really says. But further reading of both your post and JR's paper 
 forces that conclusion. It seems that when you describe your approach as 
 “rigorous”, what you mean is that it gives you a license to bend any text to 
 your own preconceived purpose; and your reading of JR's text carries out that 
 program recursively by ascribing that very idea to JR's text.
  
 JR himself, on the other hand, says that “there is experience when and only 
 when one finds oneself in a confrontation with something other than oneself 
 and one's ideas that has the power to do something to one if one is not doing 
 right by it.” (Notice the inclusion of the idea of “right” here.) This i take 
 to be a paraphrase of Peirce's concept of the “outward clash” or reaction 
 between ego and non-ego, i.e. Secondness, as the essential characteristic of 
 “experience” in the context of scientific inquiry. There are many statements 
 of this crucial idea in Peirce, perhaps the most well-known occurring in his 
 second Harvard Lecture, “On Phenomenology” (EP2:150-55; see also CP 1.431, 
 from The Logic of Mathematics, c. 1896). This is the “paradigm of experience” 
 that JR sets out in his paper to “disentangle ... from certain other