Clark, list:

You said, "If I understand Peirce, then the logic of indices works via
icons."

What, then, distinguishes indices from icons in a context for logic of
indices?
_______

Does, then, a logic of icons work via indices?  The question naturally
follows, what distinguishes icons from indices in a context for logic of
icons?
_______

Can we expect a solution/consensus agreement to such questions by talking
strictly in general terms?

Best,
J

On Tue, Jun 21, 2016 at 1:06 PM, Clark Goble <[email protected]> wrote:

>
> On Jun 13, 2016, at 11:27 AM, Jerry LR Chandler <
> [email protected]> wrote:
>
> The recent mention by Clark of Parker’s book,  “Continuity…”
> re-opens the question of how Parker categorized CSP’s writings.
>
> Of particular interest is Parker’s division of the three periods of
> meanings:
> Fig. 6.2: 1865-1885
> Fig. 6.3: 1885-1902
> Fig. 6.4: 1902-1914
>
> in relation to CSP's conceptualization of the meaning of logic.
>
> In particular, Parker’s separation of the logic of the semeiotic into:
>
> The logic of icons
> The logic of indices
> The logic of symbols.
>
> My questions are:
>
> How do Parker's separation of the forms of CSP logics relate to FS's views
> of Natural Propositions?
>
> Can one find an illation between Parker’s reading of CSP and FS’s reading
> of CSP’s propositional functions?
>
>
> My apologies on not having time to comment on this after you asked.
> Hopefully tonight (knock on wood).
>
> To your point about propositional functions, do you mean rhemes in
> Peirce’s 10 fold taxonomy of signs? I just wanted to be clear what you
> mean. That is rereading your question I confess I’m not quite sure what
> you’re asking. (Undoubtedly my fault but it’d be nice if you could flesh
> this out a bit)
>
> If I understand Peirce, then the logic of indices works via icons.
>
> If I understand what FS was getting at he was primarily focused on
> propositions which in Peirce’s terminology was dicisigns not rhemes. Now
> all of these are part of the class of legisigns.
>
> Getting back to the distinction between KP and FS I wonder if this is tied
> to the two different taxonomy Peirce uses of signs (10 in some places, 27
> in others). Quoting from Parker’s *The Continuity of Peirce’s Thought *(157) 
> he
> quotes Peirce about this distinction:
>
> Any sign involves some combination of object, representamen, and
> interpretant in one relation. If all combinations were possible, we would
> obtain twenty-seven classes of signs from the three trichotomies . . .
> However, not all combinations of object, representamen, and interpretant
> are possible. The nature of the object limits the kind of representatmen
> that may possibly represent it, and the nature of the representamen limits
> limits the kind of object it may represent to an interpretant (CP 8.177)
> [,,,] In short, there are rules limiting the combination of object,
> representamen, and interpretant. A /possible/ can determine nothing but a
> /possible/ and a /general/ can be determined by nothing but a /general/.
>
>
> Parker mentions CP 2.235-7 which says the following:
>
> We must distinguish between the First, Second, and Third Correlate of any
> triadic relation. The First Correlate is that one of the three which is
> regarded as of the simplest nature, being a mere possibility if any one of
> the three is of that nature, and not being a law unless all three are of
> that nature. The Third Correlate is that one of the three which is regarded
> as of the most complex nature, being a law if any one of the three is a
> law, and not being a mere possibility unless all three are of that
> nature. The Second Correlate is that one of the three which is regarded as
> of middling complexity, so that if any two are of the same nature, as to
> being either mere possibilities, actual existences, or laws, then the
> Second Correlate is of that same nature, while if the three are all of
> different natures, the Second Correlate is an actual existence. Triadic
> relations are in three ways divisible by trichotomy, according as the
> First, the Second, or the Third Correlate, respectively, is a mere
> possibility, an actual existent, or a law. These three trichotomies, taken
> together, divide all triadic relations into ten classes. These ten classes
> will have certain subdivisions according as the existent correlates are
> individual subjects or individual facts, and according as the correlates
> that are laws are general subjects, general modes of fact, or general modes
> of law.
>
>
> Again I confess I’m not entirely sure if this answers your question
> though. I think we have to keep clear what we’re talking about and without
> your referring to clearer issues in KP or FS it’s hard to say much. I think
> we have to distinguish between the 9 sign types, 10 sign classes, or (later
> and more controversially) expanded 66 classes of signs. My experience is
> that so long as we’re clear and unpack what we’re talking about there’s
> little chance for error. It’s when we don’t make explicit what we’re
> talking about that confusion can pop up. Not a criticism of you mind you —
> I’d be a hypocrite were I to complain. Just something I’ve found in my own
> errors.
>
> I know rhemes and propositional functions were part of prior discussions
> about the semiotics of chemistry but I have to confess I didn’t have time
> to follow that discussion closely. My guess is that what’s going on is a
> confusion between sign taxonomies and which are rhemes. In particular I
> think FS’ book does a good job showing that certain types/classes of signs
> are themselves made up functionally of fairly complex relationships of
> signs. Again the dicisign is a great example of this.
>
>
>
>
>
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