Re: [PEIRCE-L] A question for pragmatists

2023-04-25 Thread Jon Alan Schmidt
Jeff, List: You and I seem to be more or less on the same page here, along with Martin in light of his helpful clarification that avoiding "originalism" and "endism" simply means recognizing that inquiry has no definite beginning or end--just like the universe in Peirce's cosmology, and

Re: [PEIRCE-L] Summum Bonum and Determination (was A question for pragmatists)

2023-04-25 Thread Jon Alan Schmidt
Gary F., List: Put another way, "the pragmaticist does not make the *summum bonum* to consist in action, but makes it to consist in that process of evolution whereby the existent comes more and more to embody those generals which were just now said to be *destined*, which is what we strive to

Re: [PEIRCE-L] A question for pragmatists

2023-04-25 Thread Jeffrey Brian Downard
Gary F., Jon S, all, I take Peirce's argument for the triad of ideals—aesthetic, ethical and logical--to start with an analysis of our ordinary conception of having an end and then asking: what is necessary for an end to be ultimate? In his discussion of the topological character of the

[PEIRCE-L] Summum Bonum and Determination (was A question for pragmatists)

2023-04-25 Thread Jon Alan Schmidt
Gary F., List: I did not claim "that absolute determinacy is the ideal *summum bonum*," I said that according to Peirce, concrete reasonableness is the *summum bonum* and utter determinacy is the state that the universe *would *reach as an ideal limit in the infinite future, but never actually

RE: [PEIRCE-L] A question for pragmatists

2023-04-25 Thread gnox
Jon, I think that’s a fair description of Peirce’s views (at that stage of his life anyway). But you’ve given no reason why you or anyone else should share the view that absolute determinacy is the ideal summum bonum, or is better than a less determinate state of things, or that the universe

[PEIRCE-L] LUW April 26 - Probability Logics for Reasoning About Quantum Observations

2023-04-25 Thread jean-yves beziau
The next session of the Logica Universalis Webinar will take place Wednesday April 26 at 4pm CET Speaker: Angelina Ilic Stepic http://www.mi.sanu.ac.rs/novi_sajt/research/projects/AI4TrustBC/participants.php Title of the talk: Probability Logics for Reasoning About Quantum Observations