Interesting work Marty.

Can you explain what your method tells us that a simple combinatorial
script does not?

For example if you create a simple python script like this, you can easily
derive the 10 classes from three trichotomies.

# Script:
trichotomy = 1,2,3
i = 0
for a in trichotomy:

for b in trichotomy:

for c in trichotomy:

if a >= b >= c:

i+=1

print(i, ": ", a, b, c)


# Output:
1 :  1 1 1
2 :  2 1 1
3 :  2 2 1
4 :  2 2 2
5 :  3 1 1
6 :  3 2 1
7 :  3 2 2
8 :  3 3 1
9 :  3 3 2
10 :  3 3 3

Is your work aimed at giving motivation to how the three correlates can be
related to natural numbers, and therefore would obey this sort of
combinatorial ordering? Or are you saying that this combinatorial ordering
itself is not even necessary and the structure of the 10 classes emerges
from even simpler assumptions about Min(), Max() and Mid() / Any(), All(),
Some() ?

Thank you,
Ulysses



On Tue, 24 Jun 2025 at 12:51 pm, robert marty <[email protected]>
wrote:

> List,
>
> In this part1 of my project, I propose an original contribution: a logical
> path *a priori* within triadic relations alone that leads to ten classes
> without any recourse to external or posterior notions, precisely as the
> Peirce's text asserts. A second innovation concerns the method used to
> spare the reader from tedious manual combinations, that is, using
> Artificial Intelligence.
>
> I will accept any comments or critical remarks, even the harshest ones, as
> a gift.
>
>
> https://www.academia.edu/130131910/Modeling_and_finalizing_Peirces_semiotics_with_AI
>
> Sincerely yours,
>
> Robert Marty
> Honorary Professor ; PhD Mathematics ; PhD Philosophy
> fr.wikipedia.org/wiki/Robert_Marty
> *https://martyrobert.academia.edu/ <https://martyrobert.academia.edu/>*
>
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