don't worry ... I need a little time to give you the clearest possible
answer (which assumes I have an answer) ...
Regards,
Robert Marty

Le sam. 25 avr. 2020 à 20:42, Edwina Taborsky <tabor...@primus.ca> a écrit :

> Helmut, you wrote:
>
> (is it agreed now, that sign is 1ns, object 2ns, and interpretant 3ns?)
>
> I certainly don't agree that the sign/representamen is [always?] in a
> categorical mode of 1ns, the object in 2ns, the interpretant in 3ns.
>
> Do you mean the order of the semiosic process? This has nothing to do with
> the categories, for, as Peirce outlined in the ten classes, the triadic
> 'nodes' can be in any of the modal categories. How about a Sign in 1-1-1, a
> rhematic iconic qualisgin, where all three nodes are in a mode of 1ns?
>
> Edwina
>
>
>
>
>
> On Sat 25/04/20 2:11 PM , "Helmut Raulien" h.raul...@gmx.de sent:
>
>
>
>
> Supplement: Please click on "full view" or synonym, otherwise the table
> does not work.
>
> List,
>
> I still do not understand, why the tree-structure should not be able to be
> applied to the sign characters, meaning, there are more than three
> interpretants due to the level of analysis. Starting from level 1, where
> you have one class/character, a thirdness, on level two you have three, and
> so on:
>
> level
> characters
>                                             number of characters
>
> 1
> (3)
>                                                 1
> 2
> (1);(2);(3)
>                                                  3
> 3          (1.1); (2.1),(2.2);
> (3.1).(3.2),(3.3)
>                        6
> 4         (1.1.1); (2.1.1); (2.2.1),(2.2.2); (3.1.1); (3.2.1).(3.2.2);
> (3.3.1),(3.3.2),(3.3.3)                10
>
> The number of classes/characters is the former number of characters plus
> the number of the new level. At level 7 you have 28 characters, and at
> level 11 you have 66.
>
> Apart from sign classes and sign characters (is it agreed now, that sign
> is 1ns, object 2ns, and interpretant 3ns?) this tree-structure according to
> Peirce also applies for consciousness (Primisense, Altersense, Medisense),
> analysed by him up to the 3d level.
>
> This eternal tree-structure should be possible to apply to all things that
> underly the categories, otherwise the categories would not be categorical,
> and thus not categories, I think.
>
> Best,
> Helmut
>
>
> 25. April 2020 um 02:51 Uhr
> "Jon Alan Schmidt"
> wrote:
> Robert, List:
>
> To clarify, I agree with what you say below and did not mean to imply
> otherwise.  I sincerely appreciate your scholarship, even though we have
> reached some different conclusions when it comes to the details.   Also,
> the "moral injunction" with which I concluded was not based on anyone's
> authority, just Peirce's own words as quoted.
>
> Thanks,
>
> Jon S.
>
> On Fri, Apr 24, 2020 at 4:49 AM robert marty <robert.mart...@gmail.com>
> wrote:
>
>> Jon, List :
>>
>>
>> Peirce asks himself questions and only questions to know which
>> trichotomies of which virtual or abstract thought objects (ie the Ai of
>> my protosigns) he could choose to place them in the 10 places. At this
>> moment they are trichotomies   independentes of any determination
>> between these objects. There are actually 59049. It's enough to impress
>> Lady Welby and William James!
>>
>> But once this choice is made we would obviously fall back on the usual 66
>> classes.
>>
>> This is not the first time he has evaluated his task:
>>
>> Peirce: CP 5.488 Cross-Ref:††  488. I here owe my patient reader a
>> confession. It is that when I said that those signs that have a logical
>> interpretant are either general or closely connected with generals, this
>> was not a scientific result, but only a strong impression due to a
>> life-long study of the nature of signs. My excuse for not answering the
>> question scientifically is that I am, as far as I know, a pioneer, or
>> rather a backwoodsman, in the work of clearing and opening up what I
>> call semiotic, that is, the doctrine of the essential nature and
>> fundamental varieties of possible semiosis; and I find the field too vast,
>> the labor too great, for a first-comer. I am, accordingly, obliged to
>> confine myself to the most important questions. The questions of the same
>> particular type as the one I answer on the basis of an impression, which
>> are of about the same importance, exceed four hundred in number; and
>> they are all delicate and difficult, each requiring much search and much
>> caution. At the same time, they are very far from being among the most
>> important of the questions of semiotic. Even if my answer is not exactly
>> correct, it can lead to no great misconception as to the nature of the
>> logical interpretant. There is my apology, such as it may be deemed." (dated
>> v.1936)
>>
>> 400 is much less than 59049!
>>
>> However, anyone can declare themselves an explorer today, this is the
>> condition of any free search. As far as I am concerned, I constantly
>> control that my explorations stick to Peirce's fundamental writings,
>> paragraph by paragraph, word by word.
>>
>> You end with a moral injunction based on the authority of John Sowa:
>>
>> "That is why I insist on faithfulness to Peirce's own writings when
>> employing his terminology and seeking to apply his ideas today.  Otherwise,
>> we do not actually "build on and extend his work," but rather create
>> something new of our own invention and wrongly attribute it to him."
>>
>>
>>
>> I wonder who it can apply to and I don't feel concerned. On the other
>> hand, I fear that there is still much to clear in the forest and that there
>> is not yet time to plant trees on the freed parts won.
>> Le ven. 24 avr. 2020 à 04:15, Jon Alan Schmidt <jonalanschm...@gmail.com>
>> a écrit :
>>
>>> Robert, List:
>>>
>>> I agree that pursuing a tree structure effectively abandons the quest
>>> for exactly 66 classes of signs, since that number depends directly on a
>>> linear arrangement of the ten trichotomies.  Perhaps that is why Peirce
>>> made the following remarks in draft letters to Lady Welby and William
>>> James, respectively.
>>>
>>>
>>> CSP:  On these considerations I base a recognition of ten respects in
>>> which Signs may be divided. I do not say that these divisions are enough.
>>> But since every one of them turns out to be a trichotomy, it follows that
>>> in order to decide what classes of Signs result from them, I have 3^10, or
>>> 59,049, difficult questions to carefully consider; and therefore I will not
>>> undertake to carry my systematical division of Signs any farther, but will
>>> leave that for future explorers. (EP 2:482, 1908 Dec 24-28)
>>>
>>>
>>> CSP:  I might have drawn more than ten distinctions; but these ten
>>> exhibit all the distinctions that are generally required in logic; and
>>> since investigation of these involved my consideration,--virtually at
>>> least,--of 59,049 questions, still leaving me on the portico of logic, I
>>> thought it wise to stop with these. (EP 2:501, 1909 Dec 25)
>>>
>>>
>>> Note that he wrote both of these passages after his famous statement
>>> that "instead of making 59,049 classes, these will only come to 66" (EP
>>> 2:481, 1908 Dec 23).  Perhaps he was already reconsidering that assessment
>>> a couple of days later, resulting in the first quote, while the second one
>>> comes a few weeks after the Logic Notebook entry in which he sketched out
>>> the hierarchical approach.
>>>
>>> In any case, we are now among the "future explorers" for whom Peirce
>>> left various follow-up tasks to undertake, including further investigation
>>> of alternatives for a "systematical division of Signs."  As John Sowa
>>> quoted him earlier today, "One generation collects premises in order that a
>>> distant generation may discover what they mean" (CP 7.87, 1902); but if we
>>> get the premisses wrong, then the conclusions that we derive from them
>>> will also be wrong.  That is why I insist on faithfulness to Peirce's own
>>> writings when employing his terminology and seeking to apply his ideas
>>> today.  Otherwise, we do not actually "build on and extend his work," but
>>> rather create something new of our own invention and wrongly attribute it
>>> to him.
>>>
>>> Regards,
>>>
>>> Jon Alan Schmidt - Olathe, Kansas, USA
>>> Professional Engineer, Amateur Philosopher, Lutheran Layman
>>> www.LinkedIn.com/in/JonAlanSchmidt - twitter.com/JonAlanSchmidt
>>>
>>> On Thu, Apr 23, 2020 at 12:02 PM robert marty <robert.mart...@gmail.com>
>>> wrote:
>>>
>>>> "The designations here are the same as above, although the reference is
>>>> to a longer entry in the Logic Notebook written a few days later.  As
>>>> Bellucci summarizes, "the ten trichotomies are arranged in a
>>>> tree-structure, not as a linear succession," but "Peirce never managed
>>>> to apply to his tenfold taxonomy of signs the new step-by-step method."
>>>> Bellucci does not attempt to do so himself; and as far as I know, no one
>>>> else has tried yet either."
>>>>
>>>> If you put a tree structure on the ten trichotomies you can say
>>>> probably  goodbye to the 66 classes of signs which are coextensive with a
>>>> linear series of successive determinations.
>>>>
>>>> what will you do if you finish by a fork ?
>>>>
>>>> Exemple with a final fork :
>>>>
>>>> A1--> A2--> A3--> A4--> A5-->A6-->A7 -->A8
>>>>                                                     |
>>>>                                                     V
>>>>                                                   A9
>>>>                                                      |
>>>>                                                     V
>>>>                                                     A10
>>>> you have in fact 2different suites of 8 objects :
>>>>
>>>>   A1--> A2--> A3--> A4--> A5-->A6-->A7 -->A8
>>>>
>>>>   A1--> A2--> A3--> A4--> A5-->A6-->A9-->A10
>>>>
>>>> the number of classes of signs obtained is  [(9*10)/2]*2=90
>>>>
>>>> it is easy to see that the cases with equal branches give the following
>>>> numbers of classes according to the length n of the common core:
>>>>
>>>> n=2, 56 ; n=4 , 72  ; n=6 , 90; n=8, 110
>>>>
>>>> but maybe you see things differently ?
>>>>
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