With corrections, sorry - Ben
Steven, list,
>[Steven] It is in the nature of quotes that they are isolated

Actually a piece of specifically relevant text can be quoted along with
some context which adds little except to clarify and corroborate the apparent
sense of the portion quoted for its relevance.
>[Steven] I think it is misleading to refer to "physical metaphysics"
here, that volume of the CP is appropriately named "scientific metaphysics" -
and that title seems to me to be consistent with what I have observed.
Observed in what and as pertaining to what?
It could hardly be misleading to refer to "physical metaphysics" since the
phrase is Peirce's own and he specified it as one of the three divisions of that
which he called metaphysics. The titles of the volumes of the Collected Peirce
were, on the other hand, not chosen by Peirce himself but presumably by the
editors Hartshorne and Weiss working on the papers after Peirce's decease.
Hartshorne and Weiss probably chose the phrase "Scientific Metaphysics" in order
to suggest to the reader that the volume did not consist of supernaturalism or
the like. Peirce would have regarded the phrase "Scientific Metaphysics" as
technically redundant though perhaps justifiable in view of the anti-metaphysics
spirit of philosophy in the first half of the 20th Century.
>[Steven] The definition of physicalism came after Peirce.
What definition of physicalism?
>[Steven] I think it is less ambiguous to simply say Peirce, at core,
was predisposed to - and further, actively sought - a *natural* basis.
Less ambiguous than what? I was the one who referred to Peirce's physical
metaphysics and I've been quite unambiguously saying that Peirce did not seek to
base everything in nature. But, at this point, I realize that I should not take
for granted that you mean anything obvious by the word "nature." Now I'm
guessing that by "nature" you mean all the stuff -- both physical and psychical
-- which, in Peirce's view, is studied in Idiscopy and is studied in Metaphysics
without resort to special observations in order to settle questions. In any case
for the purpose of this discussion you need to define your term "nature" with
respect to Peirce's terms and his classifications of the sciences.
Bolding the word "natural" doesn't clarify it. At this point I'm unsure
what you mean by "natural" and what you mean by basing things on "naturalistic
solutions." I've asked you the following questions, most of them
twice, and now a third time --
- What, in pragmatic clarity,would it mean to base generals, universals,
mathematics, etc., on naturalistic solutions?
-- Would it be simply something that one says in philosophy? Would it have
any consequences in research outside philosophy?
-- Do you see a path to where nature answers questions about mathematics
other than though human brains or the like which very specially arrange for -
themselves to be determined and influenced by considerations about highly
abstract nonlinguistic objects?
-- Or do you hold that mathematical studies should change in order to be
more pertinent to natural questions in the first place?
-- Are you uncertain about the pragmatic meaning of basing generals,
mathematics, etc., on naturalistic solutions?
>[Steven] I guess I am arguing simply that, in the end, he is more a
scientist than he is a philosopher. His proposal that matter is effete mind
seems to me to be a clear indication that he sought a natural and constructive
basis.
| CLASSES |
SUBCLASSES |
ORDERS |
FAMILIES etc. |
| I. Mathematics. |
A. Mathematics of Logic. |
| B. Mathematics of Discrete Series. |
| C. Mathematics of Continua and
Pseudocontinua. |
II. Cenoscopy a.k.a. Philosophy. |
Episteme (1902 classific. only) |
A. Phenomenology a.k.a. Phaneroscopy. |
| B. Normative Science. |
i. Esthetics. |
| ii. Ethics. |
| iii. Logic / Semiotics. |
| C. Metaphysics |
i. Ontology or General. |
| ii. Psychical or Religious. |
| iii. Physical. |
| Theoric (1902 classific. only) |
Chronotheory & Topotheory (1902 only) |
III. Idioscopy a.k.a. The Special
Sciences. |
[?]. Physical |
i. Nomological. |
(3 subdivisions) |
| ii. Classificatory. |
(3 subdivisions) |
| iii. Descriptive. |
(3 subdivisions) |
| [?]. Psychical |
i. Nomological. |
(4 subdivisions) |
| ii. Classificatory. |
(3 subdivisions) |
| iii. Descriptive. |
(3 subdivisions) |
A natural and constructive basis for what? Everything? (And what do you
mean by "constructive" in that context?) That's exactly where you needed to be
explicit about the terms of the alternative. A natural and constructive basis
for everything? Or for only those phenomena which Peirce regarded as idioscopic
subject matters in the first place?
If he's looking for idioscopic solutions to things which he already
explicitly regarded as idioscopic problems, it seems quite -- natural. You don't
address why it should be taken to mean that he was looking for naturalistic
solutions to problems which he explictly regarded as prior and more general in
principle than idioscopic problems about psycho-physical nature. It can most
simply and clearly be taken to indicate that, _within_ the idioscopic a.k.a.
special-scientific level, Peirce hoped for a psychical basis for the
physical. That is the simplest explanation, given:
(1) his placement of "Religious or Psychical Metaphysics" as decidedly
prior to "Physical Metaphysics"; and
(2) his earlier having placed Psychical Idioscopy as prior to Physical
Idioscopy and his stated reluctance to place Physical Idioscopy as decidedly
prior to Psychical Idioscopy, and
(3) his decidedly placing both Mathematics and Philosophy (Cenoscopy) as
decidedly prior to Idioscopy a.k.a. the Special Sciences.
>[Steven] I do not believe that it would be correct to interpret "effete
mind" as a transcendental notion but if anyone can identify a reference that
might suggest otherwise then please forward it. True, Peirce's statements on
logical construction are not as clearly stated or as well-formed as
Carnap.
What do you mean by "transcendental"?
What do you mean by logical "construction"? Do you mean, like constructing
a logical proof? Constructing a logical diagram? Are you talking about nature as
constructing things logically? Considering the way you use words like
"engineering," that's a real possibility.
>[Steven] Now the problem with categorization - to which you are
predisposed - is that you introduce harder divisions than exist in fact.
If divisions exist at all, then divisions exist in fact. They can always be
"Quined" or, really, "Peircified," afterward -- gradualized, fractalized,
synechized, whatever. But I take the second "you" in your sentence, the "you" in
"you introduce harder division than exist in fact," to be the general "you,"
meaning "one" or "a person," since you float any number of hard divisions into
the discussion -- first-order a priori laws, second-order a posteriori
principles, primitive of experience, marks, signs, etc.
I am predisposed
to making structures of divisions which make a logical pattern that's not too
monotonous, fluffy, and inquiry-obstructive (monisms, monochotomies), stark,
chasmic, and boring (dichotomies), or hard to make work (trichotomies).
Divisions with insufficient logical pattern don't interest me much and as a
practical matter that means most of them. I salute the Dewey Decimal System for
its practicality but it's not the kind of conception that I get excited
about.
>[Steven] I am not denying epistemology - I am simply observing that it
has a natural basis and I have a particular model that proposes how it is
engineered in the world. This does not deny that there are things that can be
apprehended that have no ontological status other than that of their
apprehension (recall televisions and irrational numbers).
Televisions seem quite real and actual to me. Their images often correspond
quite well to aspects of actual remote events.
As for irrational numbers, there's a world of difference between their
apprehension and their apprehendability. This is kind of the issue, isn't it?
Do you think that nature engineers it to be the case that e^(pi*i ) = -1?
Or that nature engineers it that there is no largest prime number? Do you think
that nature engineers the distribution of primes and other classes of
factorizable numbers? Now, I don't think that you really believe such things, --
though please say so clearly if in fact you do believe them -- but I'm
highlighting the questions because I want to understand why they don't enter
into the balance for you on the question of whether mathematics is "based" on
nature, whatever such basis could possibly mean, -- a meaning about which I've
tried repeatedly to get you to say something. Peirce places math before
idioscopy on the grounds that idioscopy appeals to mathematical principles but
mathematics does not appeal to idioscopic principles. He ranks them as "classes"
of science because the kinds of observations needed in each are not
afforded by the other. That's what Peirce said. He said them in his 1902 and
1903 Classifications of the Sciences. If you persist in basing your views on
Peirce on a putative personal insight into his secret wishes, and don't
_engage_ Peirce's stated views in argument, then your views on Peirce's
private wishes must remain quite personal as well.
Factorizations: Nature's Engineering? Notice the odd mirror-like
quasi-symmetry centered on 30.
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>[Steven] So, I agree, meaning is one thing, basis is another - but
meaning necessarily lies upon a natural construction from basis, a natural
engineering - otherwise you advocate the supernatural.
You cherry-pick a pejorative opposite to nature. "Supernatural" means
religious and mythic miracles at best, and ghosts, goblins, paranormality, and
seedy-looking operations at worst. Since you hold pan-psychical views, but
have no apparent interest in claimed miracles or claimed paranormal phenomena,
you wish to distinguish yourself from supernaturalists, but you're a bit
hair-trigger in seeing them around you, in Scholastic Realists for instance,
especially ones who don't even assert that God actually exists.
I shouldn't put it down ghost stories too much, Poe and Blackwood make
beautiful tone poems of such things. However, the supernatural is not the only
idea opposed to the idea of nature. There's natural vs. artificial. There's
natural vs. forced. There's physical vs. mental. There's concrete vs. abstract.
More recently a distinction gained currency between "natural sciences" (physical
and chemical sciences) and "life sciences" (biological and human/social
sciences).
Your use of words like "construction" and "engineering" borders on
suggesting supernatural agencies. Yet let the question be, do you think nature
engineers mathematics? Do you think that nature engineers the fact that pi
and e are transcendental numbers?
>[Steven] I don't disagree that Peirce had not eliminated his ghosts
entirely in this matter and that his range of consideration is broad and open
minded - he wrestled with it and made statements that apparently contradict. But
when he was in his scientific mind, his purpose was naturalistic, constructive
and sought to eliminate the supernatural.
You seem to think that Peirce's idea of thirdness is an idea about ghosts.
Peirce regarded such an idea as self-refuting, the idea that one should restrict
one's opinons to what one actually perceives, self-refuting
because the idea itself relates to more than is actually in the field of
momentary perception.
Peirce: CP 5.198
66~~~
Let me point out to you the different opinions which we actually find men
holding today-- perhaps not consistently, but thinking that they hold them --
upon this subject [of induction]. In the first place, we find men who maintain
that no hypothesis ought to be admitted, even as a hypothesis, any further than
its truth or its falsity is capable of being directly perceived. This, as well
as I can make out, is what was in the mind of Auguste Comte, who is generally
assumed to have first formulated this maxim. Of course, this maxim of abduction
supposes that, as people say, we "are to believe only what we actually see"; and
there are well-known writers, and writers of no little intellectual force, who
maintain that it is unscientific to make predictions -- unscientific, therefore,
to expect anything. One ought to restrict one's opinions to what one actually
perceives. I need hardly say that that position cannot be consistently
maintained. It refutes itself, for it is itself an opinion relating to more than
is actually in the field of momentary perception.
~~~99
Now, when Peirce was discussing idioscopic questions, he sought idioscopic
answers. When he discussed general questions about psycho-physical nature, he
sought general answers in terms of psycho-physical nature. By your reasoning,
his general discussions of phenomenology would have to be taken as evidence that
he wanted to base math and everything else on philosophical phenomenological
solutions. By your reasoning, his discussions of lattice theory would have to be
taken as evidence that he sought to base absolutely everything on
lattice-theoretical solutions. And so forth. Peirce appreciated and respected
the differences between the subject matters of idioscopy and those of more
general classes of science. The divisions which he made are not just
to "keep things apart" but instead so that the forest will not be missed for the
trees.
>[Steven] His entire triadic, constructive, semeiotic model is most
pragmatically interpreted in this way. If thirdness is to be interpreted as some
supernatural phenomenon then this is where his confusion and tendency to dualism
lay. My contention is merely that had he been able to resolve the conflict and
identify a natural basis and construction that his writings (and esp. his
suggestion that matter is effete mind) indicate that he was predisposed to
follow it. Just as one might argue that Galileo was predisposed to
appreciated the work of Newton.
It would be trivial, unless some interlocutor had actually
called Galileo's reasonableness and intelligence into question, to
argue that Galileo was predisposed to appreciate Newton's work just because
Newton's work was so good. You say that you don't think that these questions
should be personalized to questions of Peirce's having the "talent" to
appreciate _your_ views. Yet you turn it all into a question of whether
any given person is reasonable and intelligent enough to eventually appreciate
something which it happens that you controversially claim, that there are
natural solutions to everything including mathematics.
Once again you're asserting that Peirce, being reasonable and
intelligent, is predisposed to naturalistic solutions to everything including
mathematics. That claim depends on the far-from-established idea that truth
consists in naturalistic solutions to everything.
And then, on top of that, you ascribe to Peirce a frustrated but still
operative wish for naturalistic solutions, and you point to his identification
of matter with effete mind, and ignore the breadth of that which he called
idioscopy, embracing special-scientific questions both of the physical and of
the psychical. You also ignore the fact that he has matter originating in
mind.
>[Steven] You also appear to continue to associate physicalism and
materialism - and, as previously noted, these are not at all the same.
Physicalism allows for new discovery and proposals of the kind I have made,
whereas materialism does not.
As I have not mentioned materialism, and as I have not suggested that
physicalism forbids discoveries and proposals like yours, I don't know what
you're talking about.
Best, Ben
>[Steven] To quote Carnap:
"This thesis [physicalism] does not refer to the laws known to us at
present, but to those laws which hold in nature and which our knowledge can only
more or les approximate. The thesis may therefore be understood as the
hypothesis that in the future it will become possible to an ever greater extent
to derive known extra-physical
laws from known physical laws." [P883,
The Philosophy of Rudolf Carnap, in his response to Feigl on Physicalism]
Sincerely,
Steven
--
Dr. Steven Ericsson-Zenith
Institute for Advanced Science & Engineering
On Jun 3, 2007, at 7:33 AM, Benjamin Udell wrote:
Steven, list,
What you've quoted is Peirce on the subject of that which he calls physical
metaphysics in the course of a discussion in which he ranges more widely.
There's nothing there about trying to construct everything on the basis of
physical metaphysics. Insofar as the conceptions of freedom and destiny are
developed in his psychical/religious metaphysics, he is then applying the
conceptions in physical metaphysics. Peirce thinks that there are general,
philosophical questions about physical nature and that they are worth
discussing. (See the table below.) It just doesn't follow that, deep inside, he
wished to base all the rest of philosophy on answers to questions about physical
nature.
The isolate quote which you offer does not confirm but is merely compatible
with your views of Peirce; it is also compatible with various views of
Peirce contrary to your views of Peirce, including especially Peirce's
views of himself as he persistently expressed them. You can't
expect Peirce to be flying all his flags in every single sentence.
The most that you can reasonably say is that you can see from such quotes
how Peirce could have built his philosophy on his physical metaphysics if he had
wished to do so. However, you have presented no evidence that he wished to do so
at any time from 1866 to 1914. And there's plenty of evidence that he wished to
do otherwise.
Peirce saw chance, law, and habit-taking, all three, operative in the
concrete world, the place where practical consequences pre-eminently work
themselves out. He saw mathematical and philosophical ideas as
operative in the practical world. He had to look at it that way, otherwise
they would have no practical meaning in his view. And meaning is one thing,
basis is another.
Meaning is one thing, basis is another. Yet, you could argue that,
since the Pragmatic Maxim says that one's conception of an object consists
entirely in one's conception of the object's conceivable practically
relevant consequences, Peirce's conception of the world must, by his
Maxim, consist ultimately in a conception of the concrete world (a world
which he regarded as a psycho-physical world of general individuals which, by
generality and continuity, have extension, motion, and duration, not merely a
purely physical world of singular pointlike individuals). That argument, if it
stands up, shows Peirce having difficulty avoiding a one-sided basis in --
not naturalistic, technically, but let's say psycho-physicalist --
conceptions. Peirce did wish to have at least one foot in the concrete
psycho-physical world. But the argument would not show that he wished to
have "all three" feet in the concrete psycho-physical world. Instead, for
instance, he discussed three universes of experience -- the universe of
Platonic ideas, the universe of brute events, and the universe of habit-taking.
What would be the problem with a more entirely concrete psycho-physicalist
solution?
Now, the problem of a concrete psycho-physicalist solution is not just that
it may not be to one's taste. A further problem is, what if it has no practical
meaning? One would have to think that maybe there's something wrong with
it after all.
Now, what, in pragmatic clarity, it would mean to base generals,
universals, mathematics, etc., on naturalistic solutions?
Would it be simply something that one says in philosophy?
Would it have any consequences in research outside philosophy?
Do you see a path to where nature answers questions about mathematics other
than though human brains or the like which very specially arrange for themselves
to be determined and influenced by considerations about highly abstract
nonlinguistic objects?
Or do you hold that mathematical studies should change in order to be
more pertinent to natural questions in the first place?
Are you uncertain about the pragmatic meaning of basing generals,
mathematics, etc., on naturalistic solutions? For my part, I think it's
okay to be uncertain about it. Anyway I myself am uncertain on the question of
whether nature will be shown to offer answers to highly abstract mathematical
questions. (I wouldn't in that case see mathematics as based
monolithically on nature; instead I would be inclined to see a snake eating its
own tail; I've talked in the past about seeing various things as basic in
various terms -- _ordo cognoscendi_, _ordo
essendi_ etc.)
Your last extensive discussion of the dualism into which you see Peirce
continually falling was quite a while ago. Could you restate the dualism itself
and point to where you see him falling into it?
| II. Philosophy, cenoscopy. About
positive phenomena in general (not special classes) as available to
anybody in any waking moment. Does not use special experiences or
experiments in order to settle questions. |
A. Phenomenology
(a.k.a. phaneroscopy) (includes study of the CATEGORIES firstness, secondness, thirdness). |
| B. Normative
Science. |
| |
i. Esthetics
(study of the _admirable_; Peirce reserved the spelling
"aesthetics" for the more particular study of artistic
beauty). |
ii.
Ethics. |
iii. Logic /
Semiotics. 1. Speculative
Grammar (includes SIGN CLASSIFICATION).
2. Critic (a.k.a. Logic Proper,
includes study of modes of inference: ABDUCTION, DEDUCTION,
INDUCTION). 3. Methodeutic (a.k.a. Rhetoric, includes study
of scientific method and is a locus of the PRAGMATIC
MAXIM). |
| C.
Metaphysics. |
|
i. Ontology or
General. |
ii. Psychical or
Religious. 1.
God. 2. freedom (&
destiny). 3.
immortality. |
iii. Physical (space, time,
matter, etc.). |
Best, Ben
----- Original Message -----
From: "Steven Ericsson-Zenith"
To: "Peirce Discussion Forum"
Sent: Friday, June 01, 2007 12:57 PM
Subject: [peirce-l] RE: Inquiry and the categories, was, RE: resources on
Existential Graphs
Dear Ben,
So perhaps we should take a step back and look at the disagreement here -
because CP Vol 6, it seems to me, so clearly demonstrates the pursuit of a
naturalistic foundation that there is obviously some other misunderstanding
between us.
It really does not matter, for example, that Peirce proposes "Objective
Idealism" or "Tychistic Idealism" and "effete mind" [$4 CP6.24] as the basis of
his naturalistic view, he is still looking for a physical basis of a natural
construction. He attempted to resolve the problem by arguing that matter is
"effete mind" - but he never did more than hint at how this was a basis for a
construction of the world.
He explores this, in particular, in the article "Man's Glassy Essence"
CP6.265 and CP 6.266.
"Thus we see that the idealist has no need to dread a mechanical theory of
life. On the contrary, such a theory, fully developed, is bound to call in
tychistic idealism as its indispensable adjunct." CP. 265
This confirms two of my claims about Peirce. First, that he never actually
escaped dualism (all his paths seem to lead him, reluctantly, back there),
second that, despite this, he was predisposed to, and actively sought, a
naturalistic and constructive solution.
With respect,
Steven
--
Dr. Steven Ericsson-Zenith
Institute for Advanced Science & Engineering
On May 31, 2007, at 7:32 AM, Benjamin Udell wrote:
Steven, list,
I can certainly understand tending to read Peirce's views as generally
similar to one's own through identifying strongly with some of his views. I
recall having done that a few years ago here on peirce-l, I wish I could
remember on what issue. The ruin of my old hard drive makes it hard for me to
dig it up.
I wasn't saying that you were being self-righteous, I was saying that you
weren't providing an argument for why, beyond Peirce's deserving "credit,"
Peirce should be considered to have been predisposed to naturalistic views and
solutions. In a persistent absence of an argument, the "default setting" to
naturalistic views for Peirce will come across as a presumption which is
contrary to extensive textual evidence and which the presumer introduces into
the discussion, so of course it becomes a "sez you" kind of thing.
Anyway, you need to provide some textual evidence for the idea that it was
because of failure and frustration in the effort to find natural solutions, that
Peirce kept logic in philosophy, kept both philosophy and mathematics outside of
the natural sciences, became a Scholastic Realist at an early time, and became
eventually a modal realist.
After all, Peirce said that nature is likely responsible for
abductive-inferential instincts in us. So Peirce evidently saw a role for
special-scientific studies in understanding the character of abductive inference
in humans. Yet that, and his vew that generals are operative in nature, are
quite consistent with his view that general questions belong to a general level
of which the study does not appeal to special experiences in order to settle
questions. I mean, he talks often enough about how special experiences don't
settle questions of philosophy or mathematics. If there's something tending to
the contrary in Vol. 6 of the Collected Papers on natural foundations which you
mention, please do quote it.
For instance, it's quite arguable and, I think, correct to say, that Quine
was not a nominalist but very much a would-be, "wannabe" nominalist. For
instance, he made very clear that the reason that he was not a nominalist was
that he took seriously the ontological commitments made in mathematical
existence statements about abstract nonlinguistic objects. (I bring up
nominalism again mainly in order to use Quine as example, and not in order to
argue that your naturalistic views are similar to nominalism.)
Quine's is a anti-nominalism wistful for nominalism. However, there's
nothing wistful about Peirce's opposition to naturalistic solutions for logical,
philosophical, and mathematical questions.
Questions about Peirce's views aside, I can see identifying mathematics
generally with nature in at least three speculative ways. (1) If the physicist
Mark Tegmark is right, then the study of mathematics is equivalent to the study
of the "Omniverse" at its broadest level, Level IV. (2) If one can consider a
phase in which the universe is entirely "quantum" and not even the least bit
quasi-classical, a universe entirely in potentiality, then perhaps the most
abstract and theoretical study of the universe in that phase is equivalent to
the study of mathematics. (3) If the Hilbert-Polya conjecture about Riemann's
Hypothesis is correct, then maybe it will lead to ways to gain information about
abstract mathematical structures from nature. What is your path to a view where
nature answers questions about mathematics other than though human brains or the
like which very specially arrange for themselves to be determined and influenced
by considerations about highly abstract nonlinguistic objects? Or do you hold
that mathematics should change in order to be more pertinent to natural
questions in the first place?
Best, Ben
----- Original Message -----
From: "Steven Ericsson-Zenith"
To: "Peirce Discussion Forum"
Sent: Wednesday, May 30, 2007 2:43 AM
Subject: [peirce-l] RE: Inquiry and the categories, was, RE: resources on
Existential Graphs
Dear Ben,
Additional note.
Scholastic Realism, BTW, is defined by Peirce to mean that "general
principles are really operative in nature." CP 5.101. I do not take this to
imply that these general principles are without a natural basis.
Naturalistic solutions are not nominalist, as far as I am concerned.
Materialism is nominalist, but natural physicalism is not. This goes back to an
earlier discussion with Gary Richmond. Materialism assumes we know all the
essential things of the world, but constructive physicalism (defined by the
logical positivists) does not make that assumption - and this position is in
broad terms consistent both with my approach - and that pursued by Peirce.
I think it is a mistake to argue in the case of both Peirce and Carnap that
their preoccupation with matters of a transcendental nature, matters of
representation, actually made them transcendentalists - there is clear evidence
in their writings that they fully expected their epistemological considerations
to be founded upon a natural basis that would ultimately be accessible to the
exact sciences. More specifically, they expected experience and inference - the
basis of anthropogenic knowledge in their models - to ultimately have a natural
explanation.
In that light I am reminded by a brief perusal of Volume 6 of the Collected
Papers, in which Peirce explores natural foundations, of just why I have taken
the stance that I have on this matter.
With respect,
Steven
--
Dr. Steven Ericsson-Zenith
Institute for Advanced Science & Engineering
On May 29, 2007, at 7:08 PM, Steven Ericsson-Zenith wrote:
Dear Ben,
Ok, so I take the dualist tendency in Peirce to be merely be frustration
because he could not identify a naturalistic solution and that such dualism is
inevitably eliminated when a natural solution is identified. But I see that
dualism as being reluctantly accepted by Peirce. As I said, "he wrestled with
it."
I don't think I am being as self-righteous as you suggest. There is an
affinity, and that comes from the fact that Peirce was a major early influence
on my work. Is it really not the case that Peirce seeks to make logic and
inference questions of natural science? This seems to me to be, perhaps, the
view of philosophers but it does not seem to me to be consistent with the facts
of his inquiry.
With respect,
Steven
On May 29, 2007, at 4:50 PM, Benjamin Udell wrote:
Steven,
To the contrary, you said,
"I then argue that had he found such a solution he would have pursued it
vigorously and necessarily have diverged from his views - and in particular, he
would have abandoned the dualist tendencies you describe. IOW, he was
predisposed to throw out philosophy in favor of science - perhaps I am giving
Peirce more credit than he is due, but I think not."
Abandon his "dualist" tendencies to Scholastic Realism and modal realism?
And altogether throw out philosophy in favor of science? Make logic and
inference into questions of natural science? Those are _your_ views. And whether
one calls them "your" views or "naturalistic" views, your argument is
essentially that, since they're right, Peirce would have arrived at some form of
them. Well, sure, if they're right, than Peirce would have eventually arrived at
some form of them. But again, it's just not much of an argument.
Best, Ben
----- Original Message -----
Dear Ben,
I did not say that Peirce was predisposed to *my views* - I said that
Peirce was predisposed to natural solutions, which I take to be a much broader
category.
With respect,
Steven
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