Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-31 Thread Jon Alan Schmidt
John, List: JFS: I suspect that Peirce considered that his emphasis on diagrams and diagrammatic reasoning would be sufficient to explain the major goals of phaneroscopy: interpret experience in representations that would be suitable for both formal and informal reasoning. Where does Peirce

RE: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread John F. Sowa
Jeff, Edwina, Gary F, Jon AS, List, On this issue, I agree with Jeff that the support of the sciences (all of them) was uppermost in Peirce's mind.  But I admit that a more explicit statement of the issues would have been desirable. JBD:  I have yet to see an explanation of Peirce's

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Jerry LR Chandler
Edwinia, List: I concur with you assertion below, but this view in inadequate to separate the dramatic differences between CSP’s notion of logic from classic logic and more importantly, why he choose to follow a semiotic path to ground his logic rather than the classic path of antecedents to

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Edwina Taborsky
Jerry, list 1] You wrote: . "The truth functions of the trichotomy rest on the realism of the illations, relations, and calculations of the natural sciences." Yes, I very much agree. 2] And, you wrote: "This point of view is not restricted to any one

RE: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread gnox
peirce-l-requ...@list.iupui.edu On Behalf Of Jeffrey Brian Downard Sent: 30-Aug-21 14:20 To: Peirce-L Subject: Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide Hi Jon, Gary F, John Sowa, List, Jon says: "I agree with the responses this morning by both Gary F. and J

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Jon Alan Schmidt
Jeff, List: JD: Note that I was agreeing with John Sowa and Richard Smyth about the main "business" of the Peircean phenomenologist when it comes to the practice of applying phenomenology to questions in the positive sciences. Given the fact that Gary was disagreeing with John on this topic, it

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Jerry Rhee
> Jeffrey Downard > Associate Professor > Department of Philosophy > Northern Arizona University > (o) 928 523-8354 > ------ > *From:* Jerry Rhee > *Sent:* Monday, August 30, 2021 12:29:50 PM > *To:* Jeffrey Brian Downard > *Cc:* Peirce-L &

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Jeffrey Brian Downard
Department of Philosophy Northern Arizona University (o) 928 523-8354 From: Jerry Rhee Sent: Monday, August 30, 2021 12:29:50 PM To: Jeffrey Brian Downard Cc: Peirce-L Subject: Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide Dear Jeff, list, T

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Jerry Rhee
for competing hypotheses. > > > All of this is part of what is necessary to make philosophical inquiry > more rigorous--i.e., mathematical as a science. > > > --Jeff > > > Jeffrey Downard > Associate Professor > Department of Philosophy > Northern Arizona Un

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Jeffrey Brian Downard
--Jeff Jeffrey Downard Associate Professor Department of Philosophy Northern Arizona University (o) 928 523-8354 From: peirce-l-requ...@list.iupui.edu on behalf of Jon Alan Schmidt Sent: Monday, August 30, 2021 10:35 AM To: Peirce-L Subject: Re:

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Edwina Taborsky
BODY { font-family:Arial, Helvetica, sans-serif;font-size:12px; }JAS, List 1] I don't see the point of your long paragraph about the duality of 'subject matter' and 'agent'. John's point was that the same agent is quite capable of, and usually does, engage in a synechistic

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Jon Alan Schmidt
John, Edwina, List: ET (to JFS): Thank you for this outline - and I totally agree. I agree with the responses this morning by both Gary F. and Jeff. As in the case of pure mathematics, Peirce's phenomenology/phaneroscopy is a *distinct *science in its own right, with its own purposes and

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-30 Thread Edwina Taborsky
BODY { font-family:Arial, Helvetica, sans-serif;font-size:12px; }John, List Thank you for this outline - and I totally agree. I think it's a key comment - to differentiate the subject matter of a science from the agent-who-works with that subject. Therefore,

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-29 Thread John F. Sowa
Jon AS, Gary F, List, We must always distinguish the subject matter of any science from the people who (a) develop the science or (b) apply the science. The dependencies among the sciences, which Comte noted and Peirce adopted after reading Comte's classification, show how each science

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-29 Thread Jon Alan Schmidt
John, Edwina, List: JFS: JAS highlighted Peirce's distinction, which applies to both mathematics and phenomenology: JAS: It is incontrovertible that according to Peirce in CP 3.559 (and elsewhere), the mathematician frames a pure hypothesis without inquiring or caring whether it agrees with the

Re: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-29 Thread Edwina Taborsky
BODY { font-family:Arial, Helvetica, sans-serif;font-size:12px; }John, List I'm not convinced of the isolationist purity of mathematics. I acknowledge that 'pure' mathematics focuses on a hypothesis without acknowledgment of whether or not it corresponds to reality or not.

RE: [PEIRCE-L] Pure math & phenomenology (was Slip & Slide

2021-08-29 Thread gnox
John, Jeff, List, We seem to have consensus that Peirce's phenomenology makes observations based on direct experience and draws upon mathematical principles to analyze whatever appears into its elements, to arrive at a very general theory which he calls the "Doctrine of Categories." Without