Sorry, that last message flew the coop before I finished it due to a wandering 
mouseclick. Here it is complete:

 

John,

 

I can appreciate your problem. It took me a few years of reading Peirce 
intensively to get a firm enough grasp of what he means by “determine” to use 
the term myself with some confidence. But, as Ben says, once you reach that 
point, there just isn’t any other term available to express that exact meaning. 
And as I said before, Peirce’s usage does not differ from that of other 
logicians. It’s true that he uses the term more often than other philosophers, 
but that’s because other philosophers don’t treat logic as semiotic.

 

What I do regard as unusual is your insistence that “Once you have a sign, with 
its three parts, that determines all the parts” — i.e. your insistence on 
regarding the “sign” as a static three-part entity, discarding the Peircean 
insight that semiosis takes time. Where you have signs you have Thirdness — not 
merely threeness! — and “Continuity represents Thirdness almost to perfection. 
Every process comes under that head” (CP 1.337). But you’ve sketched out the 
path at which you arrived at this understanding, so I can see why you’ve parted 
ways with Peirce — or rather declined to take the Peircean path. For me, 
though, the cost of taking your path would be too high. To illustrate: you 
write that

There are some cases in which the object determines the representamen in the 
same way as it determines the interpretant. A weather vane points a particular 
way. That is caused by the direction of the wind, so it is so determined. The 
pointing of the weather vane is interpreted as the direction of the wind, the 
object of the sign in this case. No problem. Where I have trouble is when we 
are dealing with not instances of objects, but generals, as I have mentioned 
several times now.

 

Suppose I say that gravitation (which is a general, obviously) determines that 
if I pick up a rock and let go of it, it will move downwards, toward the center 
of the earth. Do you have trouble with that proposition? If so, then I think 
it’s your brand of realism that is “only available to sophisticated initiates”.

 

If you don’t have trouble with that proposition, then you must have trouble 
with making the connection between that usage of “determine” and the semiotic 
usage whereby object determines sign to determine an interpretant. But that 
connection is simply the common-sense principle which Peirce often called “il 
lume naturale” (after Galileo): that there must be a real connection between 
the form that nature takes and the form that our reasoning takes. Otherwise it 
would be extremely rare for our abductive inferences to turn out true, and for 
the predictions we deduce from those inferences to be confirmed in actuality. 
The implication is, as Peirce repeatedly emphasized in 1903-4, that “What we 
call a “fact” is something having the structure of a proposition, but supposed 
to be an element of the very universe itself. The purpose of every sign is to 
express “fact,” and by being joined with other signs, to approach as nearly as 
possible to determining an interpretant which would be the perfect Truth, the 
absolute Truth, and as such (at least, we may use this language) would be the 
very Universe.”

 

What you are saying is essentially that we may not use this language, nor may 
we use the term determine to signify the relation between objects in the real 
world (including generals) and the propositions about them, the signs which 
express “fact”. So by your lights, we can’t say that a sign is determined by 
its object to determine an interpretant even if we can say that a dropped rock 
is determined by gravitation to fall in a specific direction.

 

On this issue, I’ll stick with Peirce. But it’s good to know that there are 
other paths.

 

gary f.

 

From: John Collier [mailto:colli...@ukzn.ac.za] 
Sent: 30-Jan-15 3:20 PM
To: biosemiot...@lists.ut.ee
Subject: [biosemiotics:8047] Re: Triadic Relations

 

I am not getting the Peirce list version, but my mail is so messed up that 
anything might be happening. The email server I can use to post to the lists is 
especially wonky since the power outages.

 

Gary, I am just going to focus on one thing, since this discussion seems to me 
to be expanding without focus. See below in red.

 

John

 

From: Gary Fuhrman [mailto:g...@gnusystems.ca] 
Sent: January 30, 2015 3:27 PM
To: biosemiot...@lists.ut.ee
Cc: Peirce List
Subject: [biosemiotics:8041] Re: Triadic Relations

 

John, my responses inserted (and this is going to the Peirce list as well as 
the biosemiotics because the thread has been common to both):

 

From: John Collier [mailto:colli...@ukzn.ac.za] 
Sent: 30-Jan-15 5:44 AM

 

Here is a message I sent Gary when I could not post to the list due to the 
fallout of rolling power outages. They are supposed to continue for at least 
two years (sigh). The damage to South Africa will be immense, but at least I 
can transfer my posting accounts to my Canadian email. Fortunately my home ISP, 
unlike the University one, is very robust.

 

As I said in my post, I took determine to be being a sufficient condition for. 

gf] Yes, that’s the problem.

That gives the right direction, whereas as I pointed out, the narrowing of 
conditions (necessary condition) does not. I don't mean fully determinate by 
any means. That would be necessary and sufficient. 

gf] I don’t see how considerations of necessary and sufficient conditions are 
relevant to determination in the semiotic sense, but it’s evident that trying 
to apply them to it causes confusion. 


Suppose two people read a poem. There is a single representamen, but their 
interpretations could be very different, and there would be different objects.

gf] You can say that there is a single representamen, in the sense that it’s 
the same poem that is printed in every copy of it and read in every reading of 
it. I guess what you mean is that different readers would have different ideas 
of what the poem is about, and this is true because each actual reading of a 
symbol is another instance of semiosis. This implies that the representamens as 
well as the objects and interpretants are different, so your first premiss does 
not hold. What the poem is about, at any given reading or performance of it, is 
partially determined by the circumstances of the reading: any indexical 
component of the symbol can only come from those circumstances, and thus 
determine the breadth of the poem (considered as a proposition), while its 
depth is determined by the reader’s experience and habits.

Alternatively, if we say there is a single representamen in all readings, it’s 
a type of which each reading is a token, and it has a single object as well — 
but a necessarily vague one, because the connections between the poem and its 
object are entirely verbal. Or we could go even further and say that the object 
of a poem is created by the poet, just as a mathematical object is created by 
the mathematician. Either way, the dynamic object of that sign does not vary 
with the interpretants of the various readings. It might take several 
hermeneutic cycles to settle into an interpretation of a symbol such as a poem, 
but each reading or re-reading proceeds on the assumption that the object of 
the sign does not change. Otherwise the reader is assuming that the symbol can 
mean whatever he thinks it means; in which case its communicative or 
informative value is zero.

You might say that the immediate object does change as the circumstances of 
reading vary, but I don’t think that clarifies the meaning of “determine”.

 

Of course there would also be different signs in Peirce's sense, but we are 
talking about one part of a sign determining another (in some way I have yet to 
determine).

gf] I take it that by “part of a sign” you mean one of the three correlates of 
the triadic relation.

 

If, if the sign is given then all the parts are fully determined, then each 
part determines the others in virtue of being a member of the (same) sign 
relation.

gf] Not so, when a sign relation is defined as one in which the object 
determines the representamen to determine an interpretant sign of the same 
object. Semiosis is precisely that process of determination; so the sign is not 
“given with all the parts fully determined”.

 

Once you have a sign, with its three parts, that determines all the parts. 
Otherwise it is a different sign. So a particular sign determines all of its 
parts. And being parts of the same sign means the determination of one part of 
another is symmetric.

 

As far as the process goes, since we have no way to grasp an object except 
through signs, it seems very strange to me to say that the object determines 
the sign or its parts through a process of any sort. This is especially true 
when the object is a general, which is an abstraction (however real). That 
would be rather like saying that the number twelve determines the number of 
eggs I bought today.

 

As far as Peirce’s definition of a sign in terms of determination goes, it 
certainly doesn’t preclude determination also going in other ways. So we could 
accept the definition, and interpret determination as ‘being relevant to’ or 
something like that, and still have determination in all directions. It seems 
to me that this is necessary unless there are multiple mappings (degeneracies) 
of interpretation and object to representamen (not sign in my current usage), 
since there is only one thing whenever we are talking about a particular sign, 
which determines its particular parts. Being a part of the sign is then 
determined. By part, of course, I mean the relata of the sign. I was assuming 
that we could have the same interpretant and representamen and object across 
different signs. If not then determination of one part by another is trivial by 
identity and the part-whole relationship. Which is what I have been worried 
about all along. 

 

There are some cases in which the object determines the representamen in the 
same way as it determines the interpretant. A weather vane points a particular 
way. That is caused by the direction of the wind, so it is so determined. The 
pointing of the weather vane is interpreted as the direction of the wind, the 
object of the sign in this case. No problem. Where I have trouble is when we 
are dealing with not instances of objects, but generals, as I have mentioned 
several times now. The nature of the “determination” in this case seems very 
obscure to me, and I would not call it determination, since that leads far too 
easily to what Putnam called “the magical theory of reference” popular among 
metaphysical realists. I have been concerned about this issue since I wrote my 
thesis on incommensurability, through my work against Putnam’s rejection of 
metaphysical realism, up to today, right now. I don’t think things are nearly 
as clear as you and Ben seem to think they are.

 

You have made some huge leaps in interpreting what I said, Gary, e.g., objects 
aren’t real. Most pragmatists actually reject this, by the way, in following 
James’ nominalism about generals. In any case I can’t possibly deal with all of 
them now.

 

I think that Peirce’s discussion using ‘determines’ has been a disaster, since 
even those closest to him in his own time got it wrong (like James). If it is 
only available to sophisticated initiates, I think there is a real problem that 
Peirceans have to come to terms with.

 

This is trivial, so we need to consider degenerate cases to avoid triviality 
and also multidirection determination.

gf] Sorry, you’ve lost me there! I don’t know what you mean by “degenerate 
cases”. Are you implying that a sign “given with all the parts fully 
determined” is a genuine case of semiosis? If so I disagree.

 

Your selecting a specific instance of a sign just makes my case for me. So I 
assumed that was not what Peirce could have meant (assuming of course that he 
meant anything; a wise man once told me that if you puzzle carefully over 
something someone said and you still can't make it out, then it is acceptable 
to consider the possibility that it does not make sense -- George Boolos).

gf] Acceptable to consider the possibility, of course. But it’s more than 
acceptable to consider the possibility that it really does make sense to others 
who say that it does. 


Surely, as in the poem example, it is the interpretant is that determines the 
object;

gf] Surely not!

 

objects aren't around to be grasped independently of how we interpret whatever 
signs we come across.

gf] If an object is real, then it is what it is no matter what anybody thinks 
about it. Again, this is definitive of reality, at least for Peirce and for me, 
and I think for any pragmatist. So you’re saying there are no real objects. In 
that case I don’t think there are any real signs either.

 

But if there is only one sign in question, then it determines the sign as a 
whole, and the other components as a result. But this is trivial, as I said.

gf] Trivial maybe, but certainly not true! Not of the sign as defined by Peirce.

 

And also multidirectional determining, which was my original worry.

gf] Going out on a limb here, I’m going to assume that what you call 
“multidirectional determining” is what others call polysemy, or ambiguity, 
which is characteristic of symbols. In my book (Turning Signs) I started 
calling this “degeneracy”, with the biological usage in mind. But later I 
started using that term in the Peircean (mathematical) sense, and it would have 
been confusing to use it both ways, so I invented a new word for it, 
“polyversity” — the quality of symbols such as words which enables the same 
words to have different meanings and the same meanings to be expressed in 
different words. What I learned from Peirce while writing is that the only cure 
for polyversity (if it’s something you worry about) is genuine indexicality.

Of course, if the “multidirectional determining” you’re worried about is 
something different, then my remarks about polyversity are of no use to you!

 

gary f.

 

} Lying is the strongest acknowledgment of the force of truth. [Hazlitt] {

www.gnusystems.ca/gnoxic.htm }{ gnoxics

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