Typos:

(1) Please replace "they thought that the same form of a mathematical
equation, i.e., DPD, applies to both" with "they thought that it was
impossible for the same form of a mathematical equation, i.e., DPD, to
apply to both."

(2) "Burgin [1]" with "Burgin [4]".

Sorry for the confusion.

S. Ji

On Thu, Dec 3, 2015 at 7:48 PM, Sungchul Ji <s...@rci.rutgers.edu> wrote:

> Edwina, Gary R, John, lists,
>
> Edwina wrote:
>
> "Because Peirce's three categories don't correlate to the three worlds of
> Burgin and Popper                       (120315-a)
> [both of whom are excellent scholars] ,  doesn't mean that Peircean
> theory doesn't have
> anything to do with modern natural sciences or with information science."
>
>
> I agree.  But this does not conflict with what I said in the post you are
> responding to.
> In that post I said, in effect:
>
> "If your statement that "Burgin's  and Popper's three worlds . . . do not have
> anything to do with         (120315-b)
> the Peircean categories" is right, then *Peirce *(as *represented by E.
> Taborsky*) would have nothing
> to do with modern *natural sciences* (*as represented by Popper and  *
> *Penrose*) or with
> *information science* (*as represented by Burgin*),. . . ."
>
> You misunderstood this statement, thus wrongly equating it with the
> following:
>
> "If your statement that "Burgin's  and Popper's three worlds . . . do not have
> anything to do with              (120315-c)
> the Peircean categories" is right, then *Peirce  *would have nothing to
> do with modern *natural sciences*
> or with *information science*, . . . ."
>
> Do you see the difference between (120315-b) and (120315-c) ?  The former
> is correct (which was what I said),
> and the latter is not (which is not what I said but you wrongly attributed
> it to me).
>
> Your conflation between (120315-b) and (12035-c) may have arisen from your
> conflating "types" and "tokens".
> I came to this conclusion based on the following analysis.
>
> (*2*)  For convenience, I will use the notations given below:
>
> *PS(T)* = *Peircean semiotics  *(as *represented by E. Taborsky*)
>
> (120315-d)
> *NS(PP)* = modern *natural sciences* (*as represented by Popper and
> Penrose*)                                                  (120315-e)
> *IS(B*) =  *information science* (*as represented by Burgin*)
>
> (120315-f)
>
> To me (120315-d), (120315-e), and (120315-f) are the *tokens* of *types*
> *PS* (Peircean semiotics), *N*S (Natural sciences), and *IS* (Information
> sciences), respectively, as summarized in *Table 1*.
>
> ___________________________________________________________
>
> *Table 1.*  Tokes are not types.
> The symbol "_" represents a "placeholder" which can be occupied by any
> element of a set; T = Taborsky; P = Popper or Penrose; B = Burgin.
> ___________________________________________________________
>
> Different Disciplines                  *Tokens
>  Types*
> ___________________________________________________________
>
> *Peircean semiotics*                 *PS(T)
> PS( _ )*
> ___________________________________________________________
>
> *Natural sciences *                     *NS(PP)
> NS( _ )*
> ___________________________________________________________
>
> *Information science *              *IS(B)
> IS ( _ )*
> ___________________________________________________________
>
>
> Using the symbols defined in *Table 1*, we can re-write (120315-b) as
> (120315-g) for a clearer comparison with (120315-c)  re-written as
> (120315-i):
>
> "If your statement that "Burgin's  and Popper's three worlds . . . do not have
> anything to do with         (120315-b)
> the Peircean categories" is right, then *Peirce *(as *represented by E.
> Taborsky*) would have nothing
> to do with modern *natural sciences* (*as represented by Popper and  *
> *Penrose*) or with
> *information science* (*as represented by Burgin*), . . . ."
>
> "If your statement that IS(B) and NS(PP)  . . . do not have anything to
> do with PS(T)" is right,                    (120315-g)
> then PS(T) would have nothing to do with modern NS (PP) or IS(B), . . . "
>
> which is equivalent to saying that
>
> "If IS(B) and NS(PP) are not PS(T), then PS(T) is not IS(B) or NS(PP)"
>                                 (120315-h)
>
>
> This statement must be valid, since logic is reversible: "If A is not B,
> then B is not A."
>
>
> Now (120315-c) can be re-written as  (120315-i):
>
> "If your statement that "Burgin's  and Popper's three worlds . . . do not have
> anything to do with           (120315-c)
> the Peircean categories" is right, then *Peirce  *would have nothing to
> do with modern
> *natural sciences*  or with *information science*, . . . ."
>
>
> "If your statement IS(B) and NS(PP) . . . do not have anything to do with
>  PS(T) is right,                               (120315-i)
> then PS( _ )   would have nothing to do with NS( _ ) or IS( _ ) . . . ."
>
> I repeat, (120315-g) is true but (120315-i) is not.  In other words,
>
>
> "Even if PS(T) does not correlate with NS(PP) or IS(B), it does not follow
> that                          (120315-j)
> PS( _) would not correlate with NS( _ ) or  IS( _ )."
>
> In other words, Edwina's misunderstanding of my statement (120315-b), I
> believe, has resulted from what may be called the "type-token confusion
> (TTC)"
>
> (*3*)  Another example of TTC is provided by the universal applicability
> of PDE (Planckian distribution equation), Equation (120315-k),
> to the long tailed histograms generated from a wide variety of natural and
> human sciences [1, 2, 3], including
>
> i) atomic physics (i.e., the blackbody radiation spectra themselves),
> ii) protein folding,
> iii) enzyme catalysis,
> iv) cell metabolism,
> v) T-cell receptor diversity,
> vi) fMIR (functional magnetic imaging),
> vii) decision making in humans,
> viii) word-length frequency analysis of texts and speeches,
> ix) music,
> x) econometric, and
> xi) Big Bang cosmology.
>
>  PDE is a 3-parameter equation  that was derived from  Planck's radiation
> equation by replacing the unviersla constants and temperatre T with free
> parameters, A, B and C:
>
> *                          PDE (A, B, C)*:  y = A/(x + B)^5/(Exp(C/(x +
> B)) - 1)
>             (120315-k)
>
> where y is the frequency and x is the bin numbers of a long tailed
> histogram.
>
> Each fitting requires determining the *numerical values* of *A,* *B* and
> *C, *using the computer software called *Solver* available in *Excel. *
> I won't bother you with the actual numerical values that we have
> published, but the point is that PDE's as applied to each of the above
> field are NOT THE SAME, although they all obey the original  equation, *PDE(A,
> B, C)*.  We can designate such individualized PDE's as follows.
>
> i) atomic physics = *PDE(1, 2 , 3)*,
>
>                                        (120315-l)
> ii) protein folding =* PDE(4, 5, 6)*
> iii) enzyme catalysis = *PDE (7, 8, 9)*,
> iv) cell metabolism = *PDE(10, 11, 12)*
> v) T-cell receptor diversity = *PDE (13, 14, 15)*
> vi) fMIR (functional magnetic imaging) = *PDE(16, 17, 18)*
> vii) decision making in humans = *PDE(19, 20, 21)*
> viii) word-length frequency analysis of texts and speeches =* PDE(22, 23,
> 24)*
> ix) music = *PDE(25, 26, 27)*
> x) econometric = *PDE(28, 29. 30)*, and
> xi) Big Bang cosmology = *PDE(31, 32, 33)*
>
> We may view the original equation, PDE(A, B, C),  as a 'type' and the
> individualized equations as 'tokens', following Peirce.
>
> *PDE(A, B, C)* = type
>
>                                               (120315-m)
>
> *PDE(1, 2, 3)* = token.
>
>                                                   (120315-n)
>
> What was puzzling to many statistical mechanicians and mathematicians to
> whom I showed in PDE and its applicability to so many different histograms,
> including the blackbody radiation spectra, was the fact that Planck's
> radiation equation (PRE), Eq. (120315-o), applies to atomic systems heated
> to thousands of degrees K whereas the PDE which was derived from PRE
> applies to single-molecule enzyme kinetic data measured at about 300
> degrees K.
>
>
> Planck's radiation equation:   U(lambda, T) =
> 2pi*hc^2/lambda^5/(Exp(hc/lambda kT) - 1)                    (120315-o)
>
> Since these two processes, blackbody radiation and enzyme catalysis, are
> so different, they thought that the same form of a mathematical equation,
> i.e., DPD, applies to both.  This puzzlement about and the reluctance to
> accept PDE by physicists and mathematicians would be ameliorated if we
> admit that there are two kinds of PDE --- (i) PDE( A, B, C) as a type,  and
> (ii) PDE (1, 2, 3) as a token, as indicated in Equations (120315-m) and
> (120315-n), the former involves "free parameters" and the latter "fixed
> parameters".
>
> (*4*)  The field of information science may benefit from recognizing two
> kinds of Informations -- (i) token-informations, I, with *fixed
> parameters*, e.g., I(Shannon), I(Harteley), I(Fisher), I(von Neurmann),
> I(Renyi), I(Peirce), etc., and (ii) type-information with "*free
> parameters*" as recently proposed by Burgin [1] which may be denoted as
> I( _, _, _, . . . _), or more briefly as I( _ ), where the symbol "_, _, _,
> . . ., _" indicates placeholders.
>
> (*5*)  Finally, the field of physics and biology may benefit from
> recognizing two kinds of PDEs -- (i) token-PDEs, each with a set of fixed
> parameters, e.g., Planckian radiation equation, Eq. (120315-o), and (ii)
>  type-PDE with a set of "free parameters", i.e., Eq. (1201315-k).
>
> All the best.
>
> Sung
>
>
> References:
>    [1]  Ji, S. (2015a) Planckian distributions in molecular machines,
> living cells, and brains:
> The wave-particle duality in biomedical sciences, *Proceedings of the
> International Conference on *
> *Biology and Biomedical Engineering.*  Vienna, March 15-17, 2015.  Pp.
> 115-137.
>    [2]  Ji, S. (2015b) Planckian information (IP): A new measure of order
> in atoms, enzymes, cells,
> brains, human societies, and the cosmos. In: *Unified Field Mechanics:
> Natural Science *
> *beyond the Veil of Spacetime* (R. Amoroso, P. Rowlands, and L. Kauffman,
> eds.)
> World Scientific, New Jersey, pp. 579-589.
>    [3] Ji, S. (2012a) Isomorphism between Blackbody Radiation and Enzymic
> Catalysis, in: *Molecular *
> *Theory of the Living Cell: Concepts, Molecular Mechanisms, and
> Biomedical *
> * Applications*, New York: Springer, 2012, pp. 343-368.     PDF at
> http://www.conformon.net
> undr Publicaitons > Book Chapters.
>    [4] Burgin, M. (2010).  Theory of Information: Fundamentality,
> Diversity,and Unification.  World Scientific, New Jersey.  Pp. 129-134.
>
>
>
> On Wed, Dec 2, 2015 at 9:28 PM, Edwina Taborsky <tabor...@primus.ca>
> wrote:
>
>> Sung, your comment doesn't make any sense. Because Peirce's three
>> categories don't correlate to the three worlds of Burgin and Popper [both
>> of whom are excellent scholars] , doesn't mean that Peircean theory doesn't
>> have anything to do with modern natural sciences or with information
>> science!!!!
>>
>> Edwina
>>
>> ----- Original Message -----
>> *From:* Sungchul Ji <s...@rci.rutgers.edu>
>> *To:* PEIRCE-L <peirce-l@list.iupui.edu>
>> *Sent:* Wednesday, December 02, 2015 8:35 PM
>> *Subject:* Re: [biosemiotics:8992] Re: [PEIRCE-L] signs, correlates, and
>> triadic relations
>>
>> Edwina, Clark, John, lists
>>
>> You  wrote:
>>
>> "Burgin's three worlds seem remarkably similar to Popper's three worlds
>> - and neither,                                 (120215-1)
>> in my view, have anything to do with the Peircean categories."
>>
>> If Statement (120215-1) is right, then Peirce (as represneted by E.
>> Taborsky) would have nothing to do with modern natural sciences (as
>> represented by Popper and Penrose) or with information science (as
>> represented by Burgin), which is hard to believe.
>>
>> All the best.
>>
>> Sung
>>
>> On Wed, Dec 2, 2015 at 8:22 PM, Edwina Taborsky <tabor...@primus.ca>
>> wrote:
>>
>>> I guess I must be 'nobody', since I don't see any way at all to
>>> 'distribute the Peircean categories of Firstness, Secondness and Thirdness
>>> over the three worlds of Burgin".
>>>
>>> Burgin's three worlds seem remarkably similar to Popper's three worlds -
>>> and neither, in my view, have anything to do with the Peircean categories.
>>> It takes a huge stretch to make such a claim, and if one does so, the
>>> essential identity of the Peircean categories and their full semiosic
>>> interactive operation, is totally lost and one is reduced to such
>>> psychological nominals as 'subjective, objective and general' - and these
>>> are not valid outlines of the three categories.
>>>
>>> Edwina
>>>
>>> ----- Original Message -----
>>> *From:* Sungchul Ji <s...@rci.rutgers.edu>
>>> *To:* PEIRCE-L <peirce-l@list.iupui.edu>
>>> *Sent:* Wednesday, December 02, 2015 5:29 PM
>>> *Subject:* [biosemiotics:8992] Re: [PEIRCE-L] signs, correlates, and
>>> triadic relations
>>>
>>> Hi Clark, lists,
>>>
>>> You wrote:
>>>
>>> "I’m not quite sure why you are applying firstness to structure where
>>> structures                             (120215-1)
>>> are inherently relations and firstness is inherently a thing in itself
>>> without relations."
>>>
>>> (*1*)  It seems that everybody, including you, John (and myself until
>>> recently), assumes that *there is only one way to distribute the
>>> Peircean categories of Firstness, Secondness and Thirdness over the three
>>> worlds of Burgin, denoted as S (World of Structures), P (Physical
>>> world),and M (Mental world). * Let me designate such a view as the *1-to-1
>>> view, *according to which only one of the 6 possibilities shown in *Table
>>> 1* is true and the rest are not.  The alternative view would be that
>>> more than one of the 6 possibilities listed in Table 1 can be true,
>>> depending on context. I will refer to this view as the "*1-to-many*"
>>> view.
>>>
>>>
>>> *Table 1*.  Non-deterministic relation between triadic model of the
>>> worlds and Peircean categories.
>>>
>>> Possibilities
>>>
>>> *Firstness*
>>>
>>> *Secondness*
>>>
>>> *Thirdness*
>>>
>>>  Context or Field of Studies
>>>
>>> *1*
>>>
>>> S*
>>>
>>> P
>>>
>>> M
>>>
>>> ?
>>>
>>> *2*
>>>
>>> S
>>>
>>> M
>>>
>>> P
>>>
>>> ?
>>>
>>> *3*
>>>
>>> P
>>>
>>> S
>>>
>>> M
>>>
>>> ?
>>>
>>> *4*
>>>
>>> P
>>>
>>> M
>>>
>>> S
>>>
>>> ?
>>>
>>> *5*
>>>
>>> M
>>>
>>> S
>>>
>>> P
>>>
>>> ?
>>>
>>> *6*
>>>
>>> M
>>>
>>> P
>>>
>>> S
>>>
>>> ?
>>>
>>> *S = World of structures
>>>   P = Physical world
>>>   M = Mental world
>>>
>>> (*2*)  It may be necessary to invoke at least two kinds of "structures"
>>> -- (i) "mental structures", i.e, those structures in the world whose
>>> existence depends on the human mind (through discovery, creativity, and
>>> production), and (ii) "real structures" that can exist independent of human
>>> mind.  The S in Possibility 1 and 2 above are of the first kind (i.e., real
>>> structures) and the S  in Possibilities 4 and 6 are of the second kind
>>> (i.e., mental structures).
>>>
>>> (*3*)  Even with my very limited reading of Peirce, I can recognize
>>> that Table 1 is consistent with the basic tenet of the Peircean semiotics
>>> that all signs (including S, P and M in Table 1) have in each the three
>>> basic aspects of Firstness, Secondness and Thirdness, although each of the
>>> 6 possibilites shown in Table 1 PRESCINDS different aspect of each sign.
>>> For example, Possibility 1 rescinds the Firstness aspect of S, the
>>> Secondness aspect of P, and the Thirdness aspect of M.  In contrast,
>>> Possibility 6 prescinds the Firstness aspect of M, the Secondness aspect of
>>> P and the Thirdness aspect of S, etc.
>>>
>>>
>>> If (*2*) and (*3*) are right, the *1-to-many view* described in (*1*)
>>> would be validated.
>>>
>>>
>>> All the best.
>>>
>>> Sung
>>>
>>>
>>>
>>> On Wed, Dec 2, 2015 at 11:18 AM, Clark Goble <cl...@lextek.com> wrote:
>>>
>>>>
>>>> On Dec 1, 2015, at 7:16 PM, Sungchul Ji <s...@rci.rutgers.edu> wrote:
>>>>
>>>> (*1*)  I agree with you on the definition of these categories of
>>>> Peirce.
>>>> We seem to disagree on how to assign these categories to the three
>>>> worlds of Burgin and the three roses of Scotus.
>>>>
>>>>
>>>> I’m not quite sure why you are applying firstness to structure where
>>>> structures are inherently relations and firstness is inherently a thing in
>>>> itself without relations.
>>>>
>>>> You seem to be using firstness due to invariant and thus structures.
>>>> But I don’t see how that works. Being invariant is not the same as being
>>>> unrelated.
>>>>
>>>>
>>>> -----------------------------
>>>> PEIRCE-L subscribers: Click on "Reply List" or "Reply All" to REPLY ON
>>>> PEIRCE-L to this message. PEIRCE-L posts should go to
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>>>> http://www.cspeirce.com/peirce-l/peirce-l.htm .
>>>>
>>>>
>>>>
>>>>
>>>>
>>>>
>>>
>>>
>>> --
>>> Sungchul Ji, Ph.D.
>>>
>>> Associate Professor of Pharmacology and Toxicology
>>> Department of Pharmacology and Toxicology
>>> Ernest Mario School of Pharmacy
>>> Rutgers University
>>> Piscataway, N.J. 08855
>>> 732-445-4701
>>>
>>> www.conformon.net
>>>
>>>
>>>
>>> -----------------------------
>>> PEIRCE-L subscribers: Click on "Reply List" or "Reply All" to REPLY ON
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>>>
>>>
>>>
>>>
>>>
>>>
>>
>>
>> --
>> Sungchul Ji, Ph.D.
>>
>> Associate Professor of Pharmacology and Toxicology
>> Department of Pharmacology and Toxicology
>> Ernest Mario School of Pharmacy
>> Rutgers University
>> Piscataway, N.J. 08855
>> 732-445-4701
>>
>> www.conformon.net
>>
>> ------------------------------
>>
>>
>> -----------------------------
>> PEIRCE-L subscribers: Click on "Reply List" or "Reply All" to REPLY ON
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>> BODY of the message. More at
>> http://www.cspeirce.com/peirce-l/peirce-l.htm .
>>
>>
>>
>>
>>
>
>
> --
> Sungchul Ji, Ph.D.
>
> Associate Professor of Pharmacology and Toxicology
> Department of Pharmacology and Toxicology
> Ernest Mario School of Pharmacy
> Rutgers University
> Piscataway, N.J. 08855
> 732-445-4701
>
> www.conformon.net
>



-- 
Sungchul Ji, Ph.D.

Associate Professor of Pharmacology and Toxicology
Department of Pharmacology and Toxicology
Ernest Mario School of Pharmacy
Rutgers University
Piscataway, N.J. 08855
732-445-4701

www.conformon.net
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