List, Robert Thanks for the link to your paper.
I have to say, and this may go down like a lead balloon, but to be truly apriori, insofar as I am certain Kant and Hume use this term consistent with what it ought to mean, in that it be "independent of experience", then you must make provision for results which are not restricted to the triadic. That is, I think it close to impossible to demonstrate the necessity of a triad, which to me, is an arbitrary schema in all geometry and sciences, regardless of qualitative distinction surrounding it which I do understand (Peirce and so forth — it is not arbitrary for Peirce and he makes his arguments as everyone knows). I'd be interested to know if you can prove the necessity of retaining the triad and qualify "independent of experience" (I cannot). I can prove the necessity of that Kant calls the Noumenal apriori and it is one of the few things which is truly apriori (I'm hard pressed to think of a second, in fact). ________________________________ From: [email protected] <[email protected]> on behalf of robert marty <[email protected]> Sent: Tuesday, June 24, 2025 11:51 AM To: Peirce-L <[email protected]> Subject: [PEIRCE-L] Modeling and finalizing Peirce's semiotics with AI, Part 1. 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://fr.wikipedia.org/wiki/Robert_Marty> https://martyrobert.academia.edu/
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